{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-06T16:38:53.221611Z",
     "start_time": "2021-06-06T16:38:50.859114Z"
    }
   },
   "outputs": [],
   "source": [
    "import backtrader as bt\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "plt.rcParams['font.sans-serif']=['SimHei']\n",
    "plt.rcParams['axes.unicode_minus']=False"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 139,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:30:18.808880Z",
     "start_time": "2021-06-07T01:30:18.790311Z"
    }
   },
   "outputs": [],
   "source": [
    "import tushare as ts\n",
    "token='f6b511d8d4529f19319e1861edadda749e64a5b8573102deec80cfd8'\n",
    "pro=ts.pro_api(token)\n",
    "ts.set_token(token)\n",
    "def get_data(code,date='20150101'):\n",
    "    data1=ts.pro_bar(ts_code=code, adj='qfq', start_date=date)\n",
    "    data1=data1[['trade_date','open','high','low','close','vol']]\n",
    "    data2=pro.daily_basic(ts_code=code,fields='trade_date,pe,pb,dv_ratio')\n",
    "    data=pd.merge(data1,data2,on='trade_date')\n",
    "    data.index=pd.to_datetime(data.trade_date)\n",
    "    data=data.sort_index()\n",
    "    data['volume']=data.vol\n",
    "    data['openinterest']=0\n",
    "    data['datetime']=data.index\n",
    "    data=data[['datetime','open','high','low','close',\\\n",
    "               'volume','openinterest','pe','pb','dv_ratio']]\n",
    "    data=data.fillna(0)\n",
    "    return data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 140,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:30:20.172171Z",
     "start_time": "2021-06-07T01:30:19.254540Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>datetime</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
       "      <th>openinterest</th>\n",
       "      <th>pe</th>\n",
       "      <th>pb</th>\n",
       "      <th>dv_ratio</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>trade_date</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2015-01-05</th>\n",
       "      <td>2015-01-05</td>\n",
       "      <td>10.1514</td>\n",
       "      <td>10.3355</td>\n",
       "      <td>9.9038</td>\n",
       "      <td>10.1704</td>\n",
       "      <td>2860436.43</td>\n",
       "      <td>0</td>\n",
       "      <td>12.0167</td>\n",
       "      <td>1.4442</td>\n",
       "      <td>0.83</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-01-06</th>\n",
       "      <td>2015-01-06</td>\n",
       "      <td>10.0625</td>\n",
       "      <td>10.4053</td>\n",
       "      <td>9.8720</td>\n",
       "      <td>10.0181</td>\n",
       "      <td>2166421.40</td>\n",
       "      <td>0</td>\n",
       "      <td>11.8367</td>\n",
       "      <td>1.4225</td>\n",
       "      <td>0.85</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-01-07</th>\n",
       "      <td>2015-01-07</td>\n",
       "      <td>9.8784</td>\n",
       "      <td>10.0498</td>\n",
       "      <td>9.7133</td>\n",
       "      <td>9.8276</td>\n",
       "      <td>1700120.67</td>\n",
       "      <td>0</td>\n",
       "      <td>11.6117</td>\n",
       "      <td>1.3955</td>\n",
       "      <td>0.86</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-01-08</th>\n",
       "      <td>2015-01-08</td>\n",
       "      <td>9.8403</td>\n",
       "      <td>9.8847</td>\n",
       "      <td>9.4594</td>\n",
       "      <td>9.4975</td>\n",
       "      <td>1407714.21</td>\n",
       "      <td>0</td>\n",
       "      <td>11.2216</td>\n",
       "      <td>1.3486</td>\n",
       "      <td>0.89</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-01-09</th>\n",
       "      <td>2015-01-09</td>\n",
       "      <td>9.4594</td>\n",
       "      <td>10.0752</td>\n",
       "      <td>9.3388</td>\n",
       "      <td>9.5737</td>\n",
       "      <td>2508500.23</td>\n",
       "      <td>0</td>\n",
       "      <td>11.3116</td>\n",
       "      <td>1.3594</td>\n",
       "      <td>0.88</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             datetime     open     high     low    close      volume  \\\n",
       "trade_date                                                             \n",
       "2015-01-05 2015-01-05  10.1514  10.3355  9.9038  10.1704  2860436.43   \n",
       "2015-01-06 2015-01-06  10.0625  10.4053  9.8720  10.0181  2166421.40   \n",
       "2015-01-07 2015-01-07   9.8784  10.0498  9.7133   9.8276  1700120.67   \n",
       "2015-01-08 2015-01-08   9.8403   9.8847  9.4594   9.4975  1407714.21   \n",
       "2015-01-09 2015-01-09   9.4594  10.0752  9.3388   9.5737  2508500.23   \n",
       "\n",
       "            openinterest       pe      pb  dv_ratio  \n",
       "trade_date                                           \n",
       "2015-01-05             0  12.0167  1.4442      0.83  \n",
       "2015-01-06             0  11.8367  1.4225      0.85  \n",
       "2015-01-07             0  11.6117  1.3955      0.86  \n",
       "2015-01-08             0  11.2216  1.3486      0.89  \n",
       "2015-01-09             0  11.3116  1.3594      0.88  "
      ]
     },
     "execution_count": 140,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "get_data('000001.SZ').head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 134,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:24:12.384509Z",
     "start_time": "2021-06-07T01:24:12.367936Z"
    }
   },
   "outputs": [],
   "source": [
    "#根据条件筛选股票代码作为回测的股票池\n",
    "from datetime import datetime\n",
    "def get_code_list(current_date='20210604'):\n",
    "    d1=pro.stock_basic(exchange='', list_status='L')\n",
    "    d2=pro.daily_basic(trade_date=current_date)\n",
    "    df=pd.merge(d1,d2)\n",
    "    #排除上市日期短于5年的个股\n",
    "    #获取当前年份\n",
    "    year=datetime.now().strftime('%Y')\n",
    "    year=str(int(year)-5)+'0101'\n",
    "    #保留上市时间大于五年个股数据\n",
    "    df=df[df.list_date<year]\n",
    "    #排除st和*ST股\n",
    "    #分别剔除ST、*ST和新股（N开头）\n",
    "    df=df[-(df.name.str.startswith('ST') | df.name.str.startswith('*ST'))]\n",
    "    #对价格、市盈率和流通市值做初步筛选\n",
    "    c1=df.close>5\n",
    "    c2=df.close<10\n",
    "    c3=df.pe_ttm.notnull()\n",
    "    c4=df.pe_ttm<30\n",
    "    c5=df.circ_mv<3*10**5\n",
    "    codes=df[c1&c2&c3&c4&c5].ts_code.values\n",
    "    return codes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T00:33:27.072570Z",
     "start_time": "2021-06-07T00:33:25.802374Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "78"
      ]
     },
     "execution_count": 100,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#股票池股票个数\n",
    "len(get_code_list())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "参考文章：https://blog.csdn.net/qtbgo/article/details/110366241"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 135,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:24:16.407838Z",
     "start_time": "2021-06-07T01:24:16.390322Z"
    }
   },
   "outputs": [],
   "source": [
    "#pandas的数据格式\n",
    "from backtrader.feeds import PandasData\n",
    "class Addmoredata(PandasData):\n",
    "    lines = ('pe','pb','dv_ratio',)\n",
    "    params = (('pe',7),('pb',8),('dv_ratio',9),)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 126,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:20:38.373972Z",
     "start_time": "2021-06-07T01:20:38.367969Z"
    }
   },
   "outputs": [],
   "source": [
    "class stampDutyCommissionScheme(bt.CommInfoBase):\n",
    "    '''\n",
    "    本佣金模式下，买入股票仅支付佣金，卖出股票支付佣金和印花税.    \n",
    "    '''\n",
    "    params = (\n",
    "        ('stamp_duty', 0.001),  # 印花税率\n",
    "        ('commission', 0.0008),  # 佣金0.05%-0.3%,按成交金额计算\n",
    "        ('stocklike', True),\n",
    "        ('commtype', bt.CommInfoBase.COMM_PERC),\n",
    "    )\n",
    " \n",
    "    def _getcommission(self, size, price, pseudoexec):\n",
    "        '''\n",
    "        If size is greater than 0, this indicates a long / buying of shares.\n",
    "        If size is less than 0, it idicates a short / selling of shares.\n",
    "        '''\n",
    " \n",
    "        if size > 0:  # 买入，不考虑印花税\n",
    "            return size * price * self.p.commission\n",
    "        elif size < 0:  # 卖出，考虑印花税\n",
    "            return size * price * (self.p.stamp_duty + self.p.commission)\n",
    "        else:\n",
    "            return 0  # just in case for some reason the size is 0."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 127,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:20:38.748630Z",
     "start_time": "2021-06-07T01:20:38.719499Z"
    }
   },
   "outputs": [],
   "source": [
    "class Strategy(bt.Strategy):\n",
    "    params = dict(\n",
    "        rebal_monthday=[1],  # 每月1日执行再平衡\n",
    "        num_volume=5,  # 成交量取前10名\n",
    "        period = 20,\n",
    "    )\n",
    " \n",
    "    # 日志函数\n",
    "    def log(self, txt, dt=None):\n",
    "        # 以第一个数据data0，即指数作为时间基准\n",
    "        dt = dt or self.data0.datetime.date(0)\n",
    "        print('%s, %s' % (dt.isoformat(), txt))\n",
    " \n",
    "    def __init__(self):\n",
    "        \n",
    "        self.lastRanks = []  # 上次交易股票的列表\n",
    "        # 0号是指数，不进入选股池，从1号往后进入股票池\n",
    "        self.stocks = self.datas[1:]\n",
    "        # 记录以往订单，在再平衡日要全部取消未成交的订单\n",
    "        self.order_list = []\n",
    " \n",
    "        # 移动平均线指标 \n",
    "        self.sma={d:bt.ind.SMA(d,period=self.p.period) for d in self.stocks}\n",
    "     \n",
    "       \n",
    "        # 定时器\n",
    "        self.add_timer(\n",
    "            when= bt.Timer.SESSION_START,            \n",
    "            monthdays=self.p.rebal_monthday,  # 每月1号触发再平衡\n",
    "            monthcarry=True,  # 若再平衡日不是交易日，则顺延触发notify_timer\n",
    "            \n",
    "        )\n",
    " \n",
    "    def notify_timer(self, timer, when, *args, **kwargs):\n",
    " \n",
    "   \n",
    "        # 只在5，9，11月的1号执行再平衡\n",
    "        if self.data0.datetime.date(0).month in range(1,13):\n",
    "            self.rebalance_portfolio()  # 执行再平衡\n",
    "       \n",
    " \n",
    "  \n",
    "    # def next(self):\n",
    "        \n",
    "    #     print('next 账户总值', self.data0.datetime.datetime(0), self.broker.getvalue())\n",
    "    #     for d in self.stocks:\n",
    "    #         if(self.getposition(d).size!=0):\n",
    "    #             print(d._name, '持仓' ,self.getposition(d).size)\n",
    "     \n",
    "    def notify_order(self, order):\n",
    "        if order.status in [order.Submitted, order.Accepted]:\n",
    "            # 订单状态 submitted/accepted，无动作\n",
    "            return\n",
    " \n",
    "        # 订单完成\n",
    "        if order.status in [order.Completed]:\n",
    "            if order.isbuy():\n",
    "                self.log('买单执行,%s, %.2f, %i' % (order.data._name,\n",
    "                                                order.executed.price, order.executed.size))\n",
    " \n",
    "            elif order.issell():\n",
    "                self.log('卖单执行, %s, %.2f, %i' % (order.data._name,\n",
    "                                                 order.executed.price, order.executed.size))\n",
    " \n",
    "        else:\n",
    "            self.log('订单作废 %s, %s, isbuy=%i, size %i, open price %.2f' %\n",
    "                     (order.data._name, order.getstatusname(), order.isbuy(), order.created.size, order.data.open[0]))\n",
    " \n",
    "    # 记录交易收益情况\n",
    "    def notify_trade(self, trade):\n",
    "        if trade.isclosed:\n",
    "            print('毛收益 %0.2f, 扣佣后收益 % 0.2f, 佣金 %.2f, 市值 %.2f, 现金 %.2f' %\n",
    "                  (trade.pnl, trade.pnlcomm, trade.commission, self.broker.getvalue(), self.broker.getcash()))\n",
    " \n",
    "    def rebalance_portfolio(self):\n",
    "        # 从指数取得当前日期\n",
    "        self.currDate = self.data0.datetime.date(0)\n",
    "        print('rebalance_portfolio currDate', self.currDate, len(self.stocks))\n",
    " \n",
    "        # 如果是指数的最后一本bar，则退出，防止取下一日开盘价越界错\n",
    "        if len(self.datas[0]) == self.data0.buflen():\n",
    "            return     \n",
    "        \n",
    "        \n",
    "        # 取消以往所下订单（已成交的不会起作用）\n",
    "        for o in self.order_list:\n",
    "            self.cancel(o)\n",
    "        self.order_list = []  # 重置订单列表\n",
    " \n",
    "        \n",
    "        # for d in self.stocks:\n",
    "        #     print('sma', d._name, self.sma[d][0],self.sma[d][1], d.marketdays[0])\n",
    "        \n",
    "        # 最终标的选取过程\n",
    "        # 1 先做排除筛选过程\n",
    "        self.ranks = [d for d in self.stocks if\n",
    "                      len(d) > 0  # 重要，到今日至少要有一根实际bar\n",
    "                      # 今日未停牌 (若去掉此句，则今日停牌的也可能进入，并下订单，次日若复牌，则次日可能成交）（假设原始数据中已删除无交易的记录)\n",
    "                      and d.datetime.date(0) == self.currDate\n",
    "                      and d.pb < 5\n",
    "                      and len(d) >= self.p.period\n",
    "                      and d.close[0] > self.sma[d][1]\n",
    "                      ]\n",
    " \n",
    "        # 2 再做排序挑选过程\n",
    "        self.ranks.sort(key=lambda d: d.dv_ratio, reverse=True)  # 按分红率从大到小排序\n",
    "        self.ranks = self.ranks[0:self.p.num_volume]  # 取前num_volume名\n",
    " \n",
    "        if len(self.ranks) == 0:  # 无股票选中，则返回\n",
    "            return\n",
    " \n",
    "        # 3 以往买入的标的，本次不在标的中，则先平仓\n",
    "        data_toclose = set(self.lastRanks) - set(self.ranks)\n",
    "        for d in data_toclose:\n",
    "            print('sell 平仓', d._name, self.getposition(d).size)\n",
    "            o = self.close(data=d)            \n",
    "            self.order_list.append(o) # 记录订单\n",
    " \n",
    "        # 4 本次标的下单\n",
    "        # 每只股票买入资金百分比，预留2%的资金以应付佣金和计算误差\n",
    "        buypercentage = (1-0.02)/len(self.ranks)\n",
    " \n",
    "        # 得到目标市值\n",
    "        targetvalue = buypercentage * self.broker.getvalue()\n",
    "        # 为保证先卖后买，股票要按持仓市值从大到小排序\n",
    "        self.ranks.sort(key=lambda d: self.broker.getvalue([d]), reverse=True)\n",
    "        self.log('下单, 标的个数 %i, targetvalue %.2f, 当前总市值 %.2f' %\n",
    "                 (len(self.ranks), targetvalue, self.broker.getvalue()))\n",
    " \n",
    "        for d in self.ranks:\n",
    "            # 按次日开盘价计算下单量，下单量是100的整数倍\n",
    "            size = int(\n",
    "                abs((self.broker.getvalue([d]) - targetvalue) / d.open[1] // 100 * 100))\n",
    "            validday = d.datetime.datetime(1)  # 该股下一实际交易日\n",
    "            if self.broker.getvalue([d]) > targetvalue:  # 持仓过多，要卖\n",
    "                # 次日跌停价近似值\n",
    "                lowerprice = d.close[0]*0.9+0.02\n",
    " \n",
    "                o = self.sell(data=d, size=size, exectype=bt.Order.Limit,\n",
    "                              price=lowerprice, valid=validday)\n",
    "            else:  # 持仓过少，要买\n",
    "                # 次日涨停价近似值\n",
    "                upperprice = d.close[0]*1.1-0.02\n",
    "                o = self.buy(data=d, size=size, exectype=bt.Order.Limit,\n",
    "                             price=upperprice, valid=validday)\n",
    "                             \n",
    "            self.order_list.append(o) # 记录订单\n",
    " \n",
    "        \n",
    "        self.lastRanks = self.ranks  # 跟踪上次买入的标的"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 141,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:30:36.934515Z",
     "start_time": "2021-06-07T01:30:36.925975Z"
    }
   },
   "outputs": [],
   "source": [
    "def get_index_data(code='000001.SH',start='20150101'):\n",
    "    df=pro.index_daily(ts_code=code,start_date=start)\n",
    "    df.index=pd.to_datetime(df.trade_date)\n",
    "    df=df.sort_index()\n",
    "    df['openinterest']=0\n",
    "    df['volume']=df.vol\n",
    "    df['datetime']=df.index\n",
    "    df=df[['datetime','open','high','low','close','volume','openinterest']]\n",
    "    return df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 142,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:30:39.208936Z",
     "start_time": "2021-06-07T01:30:37.343112Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>datetime</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>close</th>\n",
       "      <th>volume</th>\n",
       "      <th>openinterest</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>trade_date</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2015-01-05</th>\n",
       "      <td>2015-01-05</td>\n",
       "      <td>3258.627</td>\n",
       "      <td>3369.281</td>\n",
       "      <td>3253.883</td>\n",
       "      <td>3350.519</td>\n",
       "      <td>531352391.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-01-06</th>\n",
       "      <td>2015-01-06</td>\n",
       "      <td>3330.799</td>\n",
       "      <td>3394.224</td>\n",
       "      <td>3303.184</td>\n",
       "      <td>3351.446</td>\n",
       "      <td>501661695.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-01-07</th>\n",
       "      <td>2015-01-07</td>\n",
       "      <td>3326.649</td>\n",
       "      <td>3374.896</td>\n",
       "      <td>3312.211</td>\n",
       "      <td>3373.954</td>\n",
       "      <td>391918880.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-01-08</th>\n",
       "      <td>2015-01-08</td>\n",
       "      <td>3371.957</td>\n",
       "      <td>3381.566</td>\n",
       "      <td>3285.095</td>\n",
       "      <td>3293.456</td>\n",
       "      <td>371131170.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-01-09</th>\n",
       "      <td>2015-01-09</td>\n",
       "      <td>3276.965</td>\n",
       "      <td>3404.834</td>\n",
       "      <td>3267.509</td>\n",
       "      <td>3285.412</td>\n",
       "      <td>410240872.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             datetime      open      high       low     close       volume  \\\n",
       "trade_date                                                                   \n",
       "2015-01-05 2015-01-05  3258.627  3369.281  3253.883  3350.519  531352391.0   \n",
       "2015-01-06 2015-01-06  3330.799  3394.224  3303.184  3351.446  501661695.0   \n",
       "2015-01-07 2015-01-07  3326.649  3374.896  3312.211  3373.954  391918880.0   \n",
       "2015-01-08 2015-01-08  3371.957  3381.566  3285.095  3293.456  371131170.0   \n",
       "2015-01-09 2015-01-09  3276.965  3404.834  3267.509  3285.412  410240872.0   \n",
       "\n",
       "            openinterest  \n",
       "trade_date                \n",
       "2015-01-05             0  \n",
       "2015-01-06             0  \n",
       "2015-01-07             0  \n",
       "2015-01-08             0  \n",
       "2015-01-09             0  "
      ]
     },
     "execution_count": 142,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "get_index_data().head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 143,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:32:13.241110Z",
     "start_time": "2021-06-07T01:30:42.558172Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████████████████████████████████████████████████████████████████████████████| 78/78 [01:03<00:00,  1.22it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "数据加载完毕\n",
      "rebalance_portfolio currDate 2015-01-05 78\n",
      "rebalance_portfolio currDate 2015-02-02 78\n",
      "rebalance_portfolio currDate 2015-03-02 78\n",
      "rebalance_portfolio currDate 2015-04-01 78\n",
      "rebalance_portfolio currDate 2015-05-04 78\n",
      "rebalance_portfolio currDate 2015-06-01 78\n",
      "rebalance_portfolio currDate 2015-07-01 78\n",
      "rebalance_portfolio currDate 2015-08-03 78\n",
      "2015-08-03, 下单, 标的个数 2, targetvalue 490000.00, 当前总市值 1000000.00\n",
      "2015-08-04, 买单执行,600889.SH, 11.75, 41800\n",
      "2015-08-04, 买单执行,002742.SZ, 11.31, 43400\n",
      "rebalance_portfolio currDate 2015-09-01 78\n",
      "rebalance_portfolio currDate 2015-10-08 78\n",
      "sell 平仓 600889.SH 41800\n",
      "sell 平仓 002742.SZ 43400\n",
      "2015-10-08, 下单, 标的个数 5, targetvalue 161799.05, 当前总市值 825505.34\n",
      "2015-10-09, 卖单执行, 600889.SH, 10.29, -41800\n",
      "2015-10-09, 卖单执行, 002742.SZ, 8.74, -43400\n",
      "2015-10-09, 买单执行,002394.SZ, 9.06, 17900\n",
      "2015-10-09, 买单执行,002561.SZ, 11.47, 14200\n",
      "2015-10-09, 买单执行,002187.SZ, 11.42, 14200\n",
      "2015-10-09, 买单执行,002598.SZ, 8.23, 19700\n",
      "2015-10-09, 买单执行,002521.SZ, 8.18, 19800\n",
      "毛收益 -60823.18, 扣佣后收益 -60393.39, 佣金 -429.79, 市值 841906.64, 现金 16861.56\n",
      "毛收益 -111872.18, 扣佣后收益 -111493.96, 佣金 -378.22, 市值 841906.64, 现金 16861.56\n",
      "rebalance_portfolio currDate 2015-11-02 78\n",
      "sell 平仓 002521.SZ 19800\n",
      "2015-11-02, 下单, 标的个数 5, targetvalue 183508.14, 当前总市值 936266.03\n",
      "2015-11-03, 卖单执行, 002521.SZ, 9.65, -19800\n",
      "2015-11-03, 卖单执行, 002187.SZ, 13.92, -1100\n",
      "2015-11-03, 买单执行,002598.SZ, 9.28, 200\n",
      "2015-11-03, 买单执行,002561.SZ, 12.40, 700\n",
      "2015-11-03, 买单执行,002394.SZ, 9.61, 1300\n",
      "2015-11-03, 买单执行,600051.SH, 9.17, 20100\n",
      "毛收益 29149.56, 扣佣后收益  29340.84, 佣金 -191.28, 市值 938332.66, 现金 15994.63\n",
      "rebalance_portfolio currDate 2015-12-01 78\n",
      "sell 平仓 002187.SZ 13100\n",
      "sell 平仓 002598.SZ 19900\n",
      "sell 平仓 002561.SZ 14900\n",
      "2015-12-01, 下单, 标的个数 5, targetvalue 206396.37, 当前总市值 1053042.71\n",
      "2015-12-02, 卖单执行, 002187.SZ, 13.32, -13100\n",
      "2015-12-02, 卖单执行, 002598.SZ, 11.70, -19900\n",
      "2015-12-02, 卖单执行, 002561.SZ, 12.03, -14900\n",
      "2015-12-02, 卖单执行, 002394.SZ, 11.66, -1500\n",
      "2015-12-02, 卖单执行, 600051.SH, 11.04, -1400\n",
      "2015-12-02, 买单执行,002403.SZ, 13.58, 15200\n",
      "2015-12-02, 买单执行,002144.SZ, 28.02, 7400\n",
      "2015-12-02, 买单执行,600356.SH, 10.71, 19300\n",
      "毛收益 27697.28, 扣佣后收益  27887.36, 佣金 -190.08, 市值 1040037.35, 现金 15698.62\n",
      "毛收益 68746.31, 扣佣后收益  68979.61, 佣金 -233.30, 市值 1040037.35, 现金 15698.62\n",
      "毛收益 7603.56, 扣佣后收益  7782.84, 佣金 -179.28, 市值 1040037.35, 现金 15698.62\n",
      "rebalance_portfolio currDate 2016-01-04 78\n",
      "sell 平仓 600051.SH 18700\n",
      "sell 平仓 002403.SZ 15200\n",
      "sell 平仓 600356.SH 19300\n",
      "sell 平仓 002144.SZ 7400\n",
      "sell 平仓 002394.SZ 17700\n",
      "2016-01-04, 下单, 标的个数 2, targetvalue 509909.53, 当前总市值 1040631.69\n",
      "2016-01-05, 卖单执行, 600051.SH, 10.39, -18700\n",
      "2016-01-05, 卖单执行, 002403.SZ, 12.67, -15200\n",
      "2016-01-05, 卖单执行, 600356.SH, 10.29, -19300\n",
      "2016-01-05, 卖单执行, 002144.SZ, 23.41, -7400\n",
      "2016-01-05, 卖单执行, 002394.SZ, 11.87, -17700\n",
      "2016-01-05, 买单执行,000498.SZ, 7.54, 67600\n",
      "2016-01-05, 订单作废 002295.SZ, Margin, isbuy=1, size 27000, open price 18.91\n",
      "毛收益 25253.06, 扣佣后收益  25462.92, 佣金 -209.86, 市值 1038390.19, 现金 475430.91\n",
      "毛收益 -13886.72, 扣佣后收益 -13694.30, 佣金 -192.42, 市值 1038390.19, 现金 475430.91\n",
      "毛收益 -8003.71, 扣佣后收益 -7805.15, 佣金 -198.56, 市值 1038390.19, 现金 475430.91\n",
      "毛收益 -34106.60, 扣佣后收益 -33933.65, 佣金 -172.95, 市值 1038390.19, 现金 475430.91\n",
      "毛收益 53034.70, 扣佣后收益  53262.75, 佣金 -228.05, 市值 1038390.19, 现金 475430.91\n",
      "rebalance_portfolio currDate 2016-02-01 78\n",
      "sell 平仓 002295.SZ 0\n",
      "sell 平仓 000498.SZ 67600\n",
      "2016-02-01, 下单, 标的个数 1, targetvalue 814300.65, 当前总市值 830919.03\n",
      "2016-02-02, 卖单执行, 000498.SZ, 5.27, -67600\n",
      "2016-02-02, 买单执行,002381.SZ, 10.65, 76500\n",
      "毛收益 -153830.56, 扣佣后收益 -153475.66, 佣金 -354.90, 市值 871992.04, 现金 17387.59\n",
      "rebalance_portfolio currDate 2016-03-01 78\n",
      "sell 平仓 002381.SZ 76500\n",
      "2016-03-01, 下单, 标的个数 4, targetvalue 209362.89, 当前总市值 854542.39\n",
      "2016-03-02, 卖单执行, 002381.SZ, 10.82, -76500\n",
      "2016-03-02, 买单执行,600097.SH, 14.57, 14400\n",
      "2016-03-02, 买单执行,002360.SZ, 9.54, 22000\n",
      "2016-03-02, 买单执行,600889.SH, 12.49, 16800\n",
      "2016-03-02, 买单执行,002272.SZ, 8.06, 26000\n",
      "毛收益 12928.50, 扣佣后收益  13756.06, 佣金 -827.56, 市值 897016.23, 现金 6732.55\n",
      "rebalance_portfolio currDate 2016-04-01 78\n",
      "sell 平仓 600889.SH 16800\n",
      "sell 平仓 002360.SZ 22000\n",
      "sell 平仓 600097.SH 14400\n",
      "sell 平仓 002272.SZ 26000\n",
      "2016-04-01, 下单, 标的个数 5, targetvalue 197241.59, 当前总市值 1006334.63\n",
      "2016-04-05, 卖单执行, 600889.SH, 12.22, -16800\n",
      "2016-04-05, 卖单执行, 002360.SZ, 11.76, -22000\n",
      "2016-04-05, 卖单执行, 600097.SH, 17.26, -14400\n",
      "2016-04-05, 卖单执行, 002272.SZ, 11.05, -26000\n",
      "2016-04-05, 买单执行,002394.SZ, 11.41, 17300\n",
      "2016-04-05, 买单执行,002521.SZ, 8.47, 23300\n",
      "2016-04-05, 买单执行,002403.SZ, 11.82, 16700\n",
      "2016-04-05, 买单执行,002561.SZ, 10.79, 18300\n",
      "2016-04-05, 买单执行,002187.SZ, 12.01, 16500\n",
      "毛收益 -4458.72, 扣佣后收益 -4253.45, 佣金 -205.27, 市值 1034593.56, 现金 19758.81\n",
      "毛收益 48824.60, 扣佣后收益  49083.60, 佣金 -259.00, 市值 1034593.56, 现金 19758.81\n",
      "毛收益 38728.80, 扣佣后收益  38977.66, 佣金 -248.86, 市值 1034593.56, 现金 19758.81\n",
      "毛收益 77740.00, 扣佣后收益  78027.92, 佣金 -287.92, 市值 1034593.56, 现金 19758.81\n",
      "rebalance_portfolio currDate 2016-05-03 78\n",
      "sell 平仓 002187.SZ 16500\n",
      "sell 平仓 002521.SZ 23300\n",
      "2016-05-03, 下单, 标的个数 5, targetvalue 206485.67, 当前总市值 1053498.32\n",
      "2016-05-04, 卖单执行, 002187.SZ, 11.63, -16500\n",
      "2016-05-04, 卖单执行, 002521.SZ, 8.19, -23300\n",
      "2016-05-04, 卖单执行, 002403.SZ, 14.08, -2100\n",
      "2016-05-04, 卖单执行, 002394.SZ, 12.19, -400\n",
      "2016-05-04, 买单执行,002561.SZ, 10.90, 700\n",
      "2016-05-04, 买单执行,002469.SZ, 8.81, 23500\n",
      "2016-05-04, 买单执行,002598.SZ, 10.81, 19100\n",
      "毛收益 -6314.55, 扣佣后收益 -6122.73, 佣金 -191.82, 市值 1057256.08, 现金 16086.67\n",
      "毛收益 -6612.54, 扣佣后收益 -6421.87, 佣金 -190.67, 市值 1057256.08, 现金 16086.67\n",
      "rebalance_portfolio currDate 2016-06-01 78\n",
      "sell 平仓 002598.SZ 19100\n",
      "sell 平仓 002469.SZ 23500\n",
      "2016-06-01, 下单, 标的个数 5, targetvalue 196663.53, 当前总市值 1003385.38\n",
      "2016-06-02, 卖单执行, 002598.SZ, 10.39, -19100\n",
      "2016-06-02, 卖单执行, 002403.SZ, 14.36, -900\n",
      "2016-06-02, 卖单执行, 002561.SZ, 10.49, -300\n",
      "2016-06-02, 买单执行,002394.SZ, 10.83, 1300\n",
      "2016-06-02, 买单执行,002187.SZ, 10.73, 18400\n",
      "2016-06-02, 订单作废 002687.SZ, Margin, isbuy=1, size 16800, open price 11.74\n",
      "毛收益 -8043.01, 扣佣后收益 -7844.58, 佣金 -198.43, 市值 1003996.12, 现金 19402.32\n",
      "rebalance_portfolio currDate 2016-07-01 78\n",
      "sell 平仓 002687.SZ 0\n",
      "2016-07-01, 下单, 标的个数 5, targetvalue 200406.43, 当前总市值 1022481.78\n",
      "2016-07-04, 订单作废 002469.SZ, Canceled, isbuy=0, size -23500, open price 8.41\n",
      "2016-07-04, 卖单执行, 002394.SZ, 11.48, -700\n",
      "2016-07-04, 卖单执行, 002403.SZ, 14.93, -300\n",
      "2016-07-04, 卖单执行, 002187.SZ, 10.94, -100\n",
      "2016-07-04, 买单执行,002561.SZ, 10.26, 800\n",
      "2016-07-04, 订单作废 002521.SZ, Margin, isbuy=1, size 20100, open price 9.98\n",
      "rebalance_portfolio currDate 2016-08-01 78\n",
      "sell 平仓 002521.SZ 0\n",
      "sell 平仓 002403.SZ 13400\n",
      "sell 平仓 002561.SZ 19500\n",
      "sell 平仓 002187.SZ 18300\n",
      "sell 平仓 002394.SZ 17500\n",
      "2016-08-01, 下单, 标的个数 4, targetvalue 251703.26, 当前总市值 1027360.23\n",
      "2016-08-02, 卖单执行, 002403.SZ, 14.75, -13400\n",
      "2016-08-02, 卖单执行, 002561.SZ, 10.74, -19500\n",
      "2016-08-02, 卖单执行, 002187.SZ, 11.02, -18300\n",
      "2016-08-02, 卖单执行, 002394.SZ, 11.32, -17500\n",
      "2016-08-02, 买单执行,300320.SZ, 6.88, 36700\n",
      "2016-08-02, 买单执行,300218.SZ, 18.09, 14000\n",
      "2016-08-02, 买单执行,000498.SZ, 6.38, 39500\n",
      "2016-08-02, 订单作废 600843.SH, Margin, isbuy=1, size 17100, open price 14.74\n",
      "毛收益 47253.41, 扣佣后收益  47498.43, 佣金 -245.02, 市值 1012947.85, 现金 74924.50\n",
      "毛收益 -732.02, 扣佣后收益 -519.49, 佣金 -212.53, 市值 1012947.85, 现金 74924.50\n",
      "毛收益 5410.77, 扣佣后收益  5613.62, 佣金 -202.85, 市值 1012947.85, 现金 74924.50\n",
      "毛收益 -459.14, 扣佣后收益 -248.11, 佣金 -211.03, 市值 1012947.85, 现金 74924.50\n",
      "rebalance_portfolio currDate 2016-09-01 78\n",
      "sell 平仓 600843.SH 0\n",
      "sell 平仓 300218.SZ 14000\n",
      "sell 平仓 300320.SZ 36700\n",
      "sell 平仓 000498.SZ 39500\n",
      "2016-09-01, 下单, 标的个数 5, targetvalue 202940.88, 当前总市值 1035412.63\n",
      "2016-09-02, 卖单执行, 300218.SZ, 16.57, -14000\n",
      "2016-09-02, 卖单执行, 300320.SZ, 7.30, -36700\n",
      "2016-09-02, 卖单执行, 000498.SZ, 6.76, -39500\n",
      "2016-09-02, 买单执行,002394.SZ, 12.39, 16400\n",
      "2016-09-02, 买单执行,002521.SZ, 9.17, 22200\n",
      "2016-09-02, 买单执行,002687.SZ, 10.46, 19500\n",
      "2016-09-02, 买单执行,603889.SH, 9.27, 21900\n",
      "2016-09-02, 订单作废 002164.SZ, Margin, isbuy=1, size 22200, open price 9.15\n",
      "毛收益 -21264.60, 扣佣后收益 -21032.73, 佣金 -231.87, 市值 1048505.40, 现金 29022.21\n",
      "毛收益 15648.88, 扣佣后收益  15917.02, 佣金 -268.14, 市值 1048505.40, 现金 29022.21\n",
      "毛收益 15108.75, 扣佣后收益  15375.88, 佣金 -267.13, 市值 1048505.40, 现金 29022.21\n",
      "rebalance_portfolio currDate 2016-10-10 78\n",
      "sell 平仓 002164.SZ 0\n",
      "sell 平仓 603889.SH 21900\n",
      "2016-10-10, 下单, 标的个数 5, targetvalue 211952.10, 当前总市值 1081388.25\n",
      "2016-10-11, 卖单执行, 603889.SH, 9.59, -21900\n",
      "2016-10-11, 卖单执行, 002687.SZ, 11.50, -1100\n",
      "2016-10-11, 卖单执行, 002394.SZ, 13.23, -300\n",
      "2016-10-11, 买单执行,002521.SZ, 9.43, 200\n",
      "2016-10-11, 买单执行,002561.SZ, 11.39, 18700\n",
      "2016-10-11, 订单作废 002403.SZ, Margin, isbuy=1, size 14700, open price 14.47\n",
      "毛收益 6920.40, 扣佣后收益  7130.44, 佣金 -210.04, 市值 1087714.30, 现金 40935.84\n",
      "rebalance_portfolio currDate 2016-11-01 78\n",
      "sell 平仓 002687.SZ 18400\n",
      "2016-11-01, 下单, 标的个数 5, targetvalue 216326.73, 当前总市值 1103707.81\n",
      "2016-11-02, 卖单执行, 002687.SZ, 11.13, -18400\n",
      "2016-11-02, 卖单执行, 002394.SZ, 14.07, -700\n",
      "2016-11-02, 卖单执行, 002521.SZ, 9.92, -700\n",
      "2016-11-02, 买单执行,002561.SZ, 11.56, 100\n",
      "2016-11-02, 买单执行,002187.SZ, 12.33, 17600\n",
      "2016-11-02, 订单作废 002403.SZ, Margin, isbuy=1, size 15200, open price 14.32\n",
      "毛收益 13463.35, 扣佣后收益  13680.88, 佣金 -217.53, 市值 1101547.81, 现金 44480.78\n",
      "rebalance_portfolio currDate 2016-12-01 78\n",
      "sell 平仓 002403.SZ 0\n",
      "sell 平仓 002394.SZ 15400\n",
      "sell 平仓 002521.SZ 21700\n",
      "2016-12-01, 下单, 标的个数 5, targetvalue 218333.62, 当前总市值 1113947.03\n",
      "2016-12-02, 卖单执行, 002394.SZ, 14.12, -15400\n",
      "2016-12-02, 卖单执行, 002521.SZ, 9.57, -21700\n",
      "2016-12-02, 卖单执行, 002187.SZ, 12.72, -400\n",
      "2016-12-02, 卖单执行, 002561.SZ, 11.80, -200\n",
      "2016-12-02, 买单执行,002164.SZ, 10.48, 20900\n",
      "2016-12-02, 买单执行,002559.SZ, 9.39, 23300\n",
      "2016-12-02, 订单作废 002150.SZ, Margin, isbuy=1, size 16800, open price 13.01\n",
      "毛收益 28115.63, 扣佣后收益  28347.20, 佣金 -231.57, 市值 1091235.15, 现金 39576.64\n",
      "毛收益 9139.48, 扣佣后收益  9354.07, 佣金 -214.59, 市值 1091235.15, 现金 39576.64\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "rebalance_portfolio currDate 2017-01-03 78\n",
      "sell 平仓 002150.SZ 0\n",
      "sell 平仓 002164.SZ 20900\n",
      "sell 平仓 002559.SZ 23300\n",
      "2017-01-03, 下单, 标的个数 5, targetvalue 233440.33, 当前总市值 1191022.07\n",
      "2017-01-04, 卖单执行, 002164.SZ, 11.00, -20900\n",
      "2017-01-04, 卖单执行, 002559.SZ, 8.96, -23300\n",
      "2017-01-04, 卖单执行, 002561.SZ, 15.78, -4100\n",
      "2017-01-04, 买单执行,002187.SZ, 12.79, 1000\n",
      "2017-01-04, 买单执行,002394.SZ, 13.69, 17100\n",
      "2017-01-04, 买单执行,002521.SZ, 9.77, 23900\n",
      "2017-01-04, 订单作废 002687.SZ, Margin, isbuy=1, size 21000, open price 11.12\n",
      "毛收益 10776.04, 扣佣后收益  11005.92, 佣金 -229.88, 市值 1202527.12, 现金 62892.27\n",
      "毛收益 -10025.99, 扣佣后收益 -9817.24, 佣金 -208.75, 市值 1202527.12, 现金 62892.27\n",
      "rebalance_portfolio currDate 2017-02-03 78\n",
      "sell 平仓 002187.SZ 18200\n",
      "sell 平仓 002687.SZ 0\n",
      "sell 平仓 002394.SZ 17100\n",
      "sell 平仓 002561.SZ 14500\n",
      "2017-02-03, 下单, 标的个数 5, targetvalue 222105.18, 当前总市值 1133189.69\n",
      "2017-02-06, 卖单执行, 002187.SZ, 12.17, -18200\n",
      "2017-02-06, 卖单执行, 002394.SZ, 12.78, -17100\n",
      "2017-02-06, 卖单执行, 002561.SZ, 14.28, -14500\n",
      "2017-02-06, 卖单执行, 002521.SZ, 9.77, -1100\n",
      "2017-02-06, 买单执行,603889.SH, 10.39, 21400\n",
      "2017-02-06, 买单执行,000666.SZ, 22.50, 9900\n",
      "2017-02-06, 买单执行,002040.SZ, 15.59, 14300\n",
      "2017-02-06, 订单作废 000880.SZ, Margin, isbuy=1, size 17900, open price 12.41\n",
      "毛收益 -3226.42, 扣佣后收益 -2999.80, 佣金 -226.62, 市值 1141899.27, 现金 53344.48\n",
      "毛收益 -15591.78, 扣佣后收益 -15373.36, 佣金 -218.42, 市值 1141899.27, 现金 53344.48\n",
      "毛收益 59951.71, 扣佣后收益  60226.32, 佣金 -274.61, 市值 1141899.27, 现金 53344.48\n",
      "rebalance_portfolio currDate 2017-03-01 78\n",
      "sell 平仓 000666.SZ 9900\n",
      "sell 平仓 000880.SZ 0\n",
      "sell 平仓 002040.SZ 14300\n",
      "sell 平仓 002521.SZ 22800\n",
      "2017-03-01, 下单, 标的个数 5, targetvalue 233818.20, 当前总市值 1192950.02\n",
      "2017-03-02, 卖单执行, 000666.SZ, 24.02, -9900\n",
      "2017-03-02, 卖单执行, 002040.SZ, 14.90, -14300\n",
      "2017-03-02, 卖单执行, 002521.SZ, 10.16, -22800\n",
      "2017-03-02, 买单执行,002394.SZ, 13.65, 17200\n",
      "2017-03-02, 买单执行,002187.SZ, 12.79, 18300\n",
      "2017-03-02, 买单执行,300214.SZ, 8.41, 27900\n",
      "2017-03-02, 订单作废 002559.SZ, Margin, isbuy=1, size 29100, open price 8.04\n",
      "毛收益 15124.23, 扣佣后收益  15362.18, 佣金 -237.95, 市值 1178597.25, 现金 33022.54\n",
      "毛收益 -9862.71, 扣佣后收益 -9649.69, 佣金 -213.02, 市值 1178597.25, 现金 33022.54\n",
      "毛收益 8691.36, 扣佣后收益  8933.73, 佣金 -242.37, 市值 1178597.25, 现金 33022.54\n",
      "rebalance_portfolio currDate 2017-04-05 78\n",
      "sell 平仓 300214.SZ 27900\n",
      "sell 平仓 002187.SZ 18300\n",
      "sell 平仓 002559.SZ 0\n",
      "sell 平仓 002394.SZ 17200\n",
      "2017-04-05, 下单, 标的个数 5, targetvalue 225240.63, 当前总市值 1149186.91\n",
      "2017-04-06, 卖单执行, 300214.SZ, 7.89, -27900\n",
      "2017-04-06, 卖单执行, 002187.SZ, 12.32, -18300\n",
      "2017-04-06, 卖单执行, 002394.SZ, 13.27, -17200\n",
      "2017-04-06, 卖单执行, 603889.SH, 11.19, -1200\n",
      "2017-04-06, 买单执行,002521.SZ, 10.71, 21100\n",
      "2017-04-06, 买单执行,002381.SZ, 10.61, 21300\n",
      "2017-04-06, 买单执行,002742.SZ, 12.51, 18100\n",
      "2017-04-06, 订单作废 603017.SH, Margin, isbuy=1, size 11600, open price 19.48\n",
      "毛收益 -14466.15, 扣佣后收益 -14246.14, 佣金 -220.01, 市值 1133842.21, 现金 42605.19\n",
      "毛收益 -8657.73, 扣佣后收益 -8432.41, 佣金 -225.32, 市值 1133842.21, 现金 42605.19\n",
      "毛收益 -6646.08, 扣佣后收益 -6417.94, 佣金 -228.14, 市值 1133842.21, 现金 42605.19\n",
      "rebalance_portfolio currDate 2017-05-02 78\n",
      "sell 平仓 002521.SZ 21100\n",
      "sell 平仓 603017.SH 0\n",
      "sell 平仓 002742.SZ 18100\n",
      "sell 平仓 002381.SZ 21300\n",
      "sell 平仓 603889.SH 20200\n",
      "2017-05-02, 下单, 标的个数 2, targetvalue 507952.90, 当前总市值 1036638.58\n",
      "2017-05-03, 卖单执行, 002521.SZ, 9.82, -21100\n",
      "2017-05-03, 卖单执行, 002742.SZ, 11.94, -18100\n",
      "2017-05-03, 卖单执行, 002381.SZ, 8.50, -21300\n",
      "2017-05-03, 卖单执行, 603889.SH, 10.21, -20200\n",
      "2017-05-03, 买单执行,300004.SZ, 13.52, 37600\n",
      "2017-05-03, 订单作废 000880.SZ, Margin, isbuy=1, size 39000, open price 13.03\n",
      "毛收益 -18766.34, 扣佣后收益 -18559.29, 佣金 -207.05, 市值 1033702.46, 现金 345796.83\n",
      "毛收益 -10251.84, 扣佣后收益 -10035.78, 佣金 -216.06, 市值 1033702.46, 现金 345796.83\n",
      "毛收益 -44810.94, 扣佣后收益 -44630.22, 佣金 -180.72, 市值 1033702.46, 现金 345796.83\n",
      "毛收益 -2833.28, 扣佣后收益 -2613.68, 佣金 -219.60, 市值 1033702.46, 现金 345796.83\n",
      "rebalance_portfolio currDate 2017-06-01 78\n",
      "sell 平仓 000880.SZ 0\n",
      "sell 平仓 300004.SZ 37600\n",
      "2017-06-01, 下单, 标的个数 1, targetvalue 917633.09, 当前总市值 936360.29\n",
      "2017-06-02, 卖单执行, 300004.SZ, 11.44, -37600\n",
      "2017-06-02, 订单作废 002360.SZ, Margin, isbuy=1, size 120100, open price 7.64\n",
      "毛收益 -78072.64, 扣佣后收益 -77643.11, 佣金 -429.53, 市值 932900.41, 现金 776385.71\n",
      "rebalance_portfolio currDate 2017-07-03 78\n",
      "sell 平仓 002360.SZ 0\n",
      "2017-07-03, 下单, 标的个数 5, targetvalue 185916.08, 当前总市值 948551.41\n",
      "2017-07-04, 买单执行,002394.SZ, 11.67, 16000\n",
      "2017-07-04, 买单执行,002561.SZ, 11.59, 16100\n",
      "2017-07-04, 买单执行,002187.SZ, 11.37, 16400\n",
      "2017-07-04, 买单执行,002381.SZ, 7.63, 24400\n",
      "2017-07-04, 订单作废 002521.SZ, Margin, isbuy=1, size 19800, open price 9.42\n",
      "rebalance_portfolio currDate 2017-08-01 78\n",
      "sell 平仓 002187.SZ 16400\n",
      "sell 平仓 002521.SZ 0\n",
      "sell 平仓 002561.SZ 16100\n",
      "2017-08-01, 下单, 标的个数 5, targetvalue 182290.53, 当前总市值 930053.73\n",
      "2017-08-02, 卖单执行, 002187.SZ, 11.03, -16400\n",
      "2017-08-02, 卖单执行, 002561.SZ, 11.39, -16100\n",
      "2017-08-02, 卖单执行, 002394.SZ, 11.53, -100\n",
      "2017-08-02, 买单执行,002469.SZ, 7.15, 2100\n",
      "2017-08-02, 买单执行,300214.SZ, 6.45, 28300\n",
      "2017-08-02, 买单执行,002559.SZ, 7.18, 25400\n",
      "毛收益 -5548.12, 扣佣后收益 -5367.31, 佣金 -180.81, 市值 931779.62, 现金 16394.69\n",
      "毛收益 -3224.83, 扣佣后收益 -3041.45, 佣金 -183.38, 市值 931779.62, 现金 16394.69\n",
      "rebalance_portfolio currDate 2017-09-01 78\n",
      "sell 平仓 300214.SZ 28300\n",
      "sell 平仓 002559.SZ 25400\n",
      "sell 平仓 002394.SZ 15900\n",
      "sell 平仓 002469.SZ 25600\n",
      "2017-09-01, 下单, 标的个数 5, targetvalue 183879.85, 当前总市值 938162.51\n",
      "2017-09-04, 卖单执行, 300214.SZ, 6.74, -28300\n",
      "2017-09-04, 卖单执行, 002559.SZ, 7.20, -25400\n",
      "2017-09-04, 卖单执行, 002394.SZ, 10.95, -15900\n",
      "2017-09-04, 卖单执行, 002469.SZ, 7.20, -25600\n",
      "2017-09-04, 卖单执行, 002381.SZ, 7.78, -700\n",
      "2017-09-04, 买单执行,002561.SZ, 11.70, 15800\n",
      "2017-09-04, 买单执行,002187.SZ, 11.02, 16700\n",
      "2017-09-04, 买单执行,002687.SZ, 6.80, 27100\n",
      "2017-09-04, 买单执行,002521.SZ, 9.33, 19800\n",
      "毛收益 8331.52, 扣佣后收益  8522.44, 佣金 -190.92, 市值 945903.89, 现金 16725.40\n",
      "毛收益 624.84, 扣佣后收益  807.77, 佣金 -182.93, 市值 945903.89, 现金 16725.40\n",
      "毛收益 -11559.20, 扣佣后收益 -11384.08, 佣金 -175.12, 市值 945903.89, 现金 16725.40\n",
      "毛收益 -37742.68, 扣佣后收益 -37558.75, 佣金 -183.93, 市值 945903.89, 现金 16725.40\n",
      "rebalance_portfolio currDate 2017-10-09 78\n",
      "sell 平仓 002187.SZ 16700\n",
      "2017-10-09, 下单, 标的个数 5, targetvalue 191592.14, 当前总市值 977510.93\n",
      "2017-10-10, 卖单执行, 002187.SZ, 10.90, -16700\n",
      "2017-10-10, 卖单执行, 002381.SZ, 8.77, -1800\n",
      "2017-10-10, 买单执行,002687.SZ, 7.02, 200\n",
      "2017-10-10, 买单执行,002561.SZ, 11.89, 400\n",
      "2017-10-10, 买单执行,002394.SZ, 10.98, 17500\n",
      "毛收益 -1983.96, 扣佣后收益 -1801.95, 佣金 -182.01, 市值 993308.84, 现金 16454.28\n",
      "rebalance_portfolio currDate 2017-11-01 78\n",
      "sell 平仓 002687.SZ 27300\n",
      "sell 平仓 002381.SZ 21900\n",
      "sell 平仓 002561.SZ 16200\n",
      "2017-11-01, 下单, 标的个数 5, targetvalue 188472.09, 当前总市值 961592.27\n",
      "2017-11-02, 卖单执行, 002687.SZ, 6.56, -27300\n",
      "2017-11-02, 卖单执行, 002381.SZ, 8.57, -21900\n",
      "2017-11-02, 卖单执行, 002561.SZ, 11.20, -16200\n",
      "2017-11-02, 卖单执行, 002521.SZ, 10.06, -1000\n",
      "2017-11-02, 卖单执行, 002394.SZ, 11.34, -800\n",
      "2017-11-02, 买单执行,603889.SH, 9.85, 19200\n",
      "2017-11-02, 买单执行,002452.SZ, 7.16, 26400\n",
      "2017-11-02, 买单执行,600051.SH, 10.01, 18900\n",
      "毛收益 -6596.30, 扣佣后收益 -6417.20, 佣金 -179.10, 市值 966684.67, 现金 17256.12\n",
      "毛收益 22904.56, 扣佣后收益  23113.76, 佣金 -209.20, 市值 966684.67, 现金 17256.12\n",
      "毛收益 -8118.32, 扣佣后收益 -7936.95, 佣金 -181.37, 市值 966684.67, 现金 17256.12\n",
      "rebalance_portfolio currDate 2017-12-01 78\n",
      "sell 平仓 600051.SH 18900\n",
      "sell 平仓 002521.SZ 18800\n",
      "sell 平仓 002452.SZ 26400\n",
      "sell 平仓 603889.SH 19200\n",
      "sell 平仓 002394.SZ 16700\n",
      "2017-12-01, 下单, 标的个数 4, targetvalue 215319.06, 当前总市值 878853.29\n",
      "2017-12-04, 卖单执行, 600051.SH, 9.38, -18900\n",
      "2017-12-04, 卖单执行, 002521.SZ, 8.51, -18800\n",
      "2017-12-04, 卖单执行, 002452.SZ, 6.08, -26400\n",
      "2017-12-04, 卖单执行, 603889.SH, 9.94, -19200\n",
      "2017-12-04, 卖单执行, 002394.SZ, 10.23, -16700\n",
      "2017-12-04, 买单执行,002290.SZ, 14.19, 15200\n",
      "2017-12-04, 买单执行,002753.SZ, 13.15, 16400\n",
      "2017-12-04, 买单执行,002272.SZ, 6.30, 34200\n",
      "2017-12-04, 买单执行,600097.SH, 16.84, 12800\n",
      "毛收益 -11993.94, 扣佣后收益 -11816.78, 佣金 -177.16, 市值 869317.25, 现金 15251.17\n",
      "毛收益 -14712.54, 扣佣后收益 -14542.59, 佣金 -169.95, 市值 869317.25, 现金 15251.17\n",
      "毛收益 -28498.80, 扣佣后收益 -28338.56, 佣金 -160.24, 市值 869317.25, 现金 15251.17\n",
      "毛收益 1829.76, 扣佣后收益  2020.66, 佣金 -190.90, 市值 869317.25, 现金 15251.17\n",
      "毛收益 -12196.34, 扣佣后收益 -12016.50, 佣金 -179.84, 市值 869317.25, 现金 15251.17\n",
      "rebalance_portfolio currDate 2018-01-02 78\n",
      "sell 平仓 002753.SZ 16400\n",
      "sell 平仓 002272.SZ 34200\n",
      "sell 平仓 002290.SZ 15200\n",
      "sell 平仓 600097.SH 12800\n",
      "2018-01-02, 下单, 标的个数 5, targetvalue 163132.33, 当前总市值 832307.81\n",
      "2018-01-03, 卖单执行, 002753.SZ, 13.08, -16400\n",
      "2018-01-03, 卖单执行, 002272.SZ, 5.82, -34200\n",
      "2018-01-03, 卖单执行, 002290.SZ, 12.96, -15200\n",
      "2018-01-03, 卖单执行, 600097.SH, 16.22, -12800\n",
      "2018-01-03, 买单执行,002394.SZ, 9.85, 16600\n",
      "2018-01-03, 买单执行,002521.SZ, 8.63, 18900\n",
      "2018-01-03, 买单执行,002561.SZ, 10.29, 15900\n",
      "2018-01-03, 买单执行,002187.SZ, 9.46, 17300\n",
      "2018-01-03, 买单执行,002687.SZ, 6.45, 25300\n",
      "毛收益 -1146.36, 扣佣后收益 -931.91, 佣金 -214.45, 市值 838953.39, 现金 17100.51\n",
      "毛收益 -16416.00, 扣佣后收益 -16217.09, 佣金 -198.91, 市值 838953.39, 现金 17100.51\n",
      "毛收益 -18793.28, 扣佣后收益 -18596.48, 佣金 -196.80, 市值 838953.39, 现金 17100.51\n",
      "毛收益 -7869.44, 扣佣后收益 -7661.85, 佣金 -207.59, 市值 838953.39, 现金 17100.51\n",
      "rebalance_portfolio currDate 2018-02-01 78\n",
      "sell 平仓 002187.SZ 17300\n",
      "sell 平仓 002394.SZ 16600\n",
      "sell 平仓 002561.SZ 15900\n",
      "2018-02-01, 下单, 标的个数 4, targetvalue 202798.10, 当前总市值 827747.36\n",
      "2018-02-02, 卖单执行, 002187.SZ, 9.31, -17300\n",
      "2018-02-02, 卖单执行, 002394.SZ, 9.50, -16600\n",
      "2018-02-02, 卖单执行, 002561.SZ, 9.90, -15900\n",
      "2018-02-02, 买单执行,002521.SZ, 8.99, 3600\n",
      "2018-02-02, 买单执行,002687.SZ, 6.48, 6100\n",
      "2018-02-02, 买单执行,603889.SH, 9.93, 20500\n",
      "2018-02-02, 买单执行,300092.SZ, 8.55, 23800\n",
      "毛收益 -2530.99, 扣佣后收益 -2369.97, 佣金 -161.02, 市值 822220.51, 现金 14918.03\n",
      "毛收益 -5846.52, 扣佣后收益 -5688.82, 佣金 -157.70, 市值 822220.51, 现金 14918.03\n",
      "毛收益 -6092.88, 扣佣后收益 -5935.49, 佣金 -157.39, 市值 822220.51, 现金 14918.03\n",
      "rebalance_portfolio currDate 2018-03-01 78\n",
      "sell 平仓 603889.SH 20500\n",
      "sell 平仓 300092.SZ 23800\n",
      "sell 平仓 002521.SZ 22500\n",
      "2018-03-01, 下单, 标的个数 5, targetvalue 153773.08, 当前总市值 784556.53\n",
      "2018-03-02, 卖单执行, 603889.SH, 10.58, -20500\n",
      "2018-03-02, 卖单执行, 300092.SZ, 7.02, -23800\n",
      "2018-03-02, 卖单执行, 002521.SZ, 8.41, -22500\n",
      "2018-03-02, 卖单执行, 002687.SZ, 6.13, -6700\n",
      "2018-03-02, 买单执行,002394.SZ, 9.54, 16200\n",
      "2018-03-02, 买单执行,002559.SZ, 5.08, 30300\n",
      "2018-03-02, 买单执行,002150.SZ, 5.85, 26300\n",
      "2018-03-02, 买单执行,002403.SZ, 10.94, 14100\n",
      "毛收益 13261.45, 扣佣后收益  13478.35, 佣金 -216.90, 市值 778486.07, 现金 12843.66\n",
      "毛收益 -36461.60, 扣佣后收益 -36294.88, 佣金 -166.72, 市值 778486.07, 现金 12843.66\n",
      "毛收益 -6316.56, 扣佣后收益 -6127.42, 佣金 -189.14, 市值 778486.07, 现金 12843.66\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "rebalance_portfolio currDate 2018-04-02 78\n",
      "sell 平仓 002403.SZ 14100\n",
      "sell 平仓 002150.SZ 26300\n",
      "sell 平仓 002394.SZ 16200\n",
      "2018-04-02, 下单, 标的个数 5, targetvalue 154305.56, 当前总市值 787273.27\n",
      "2018-04-03, 卖单执行, 002403.SZ, 10.68, -14100\n",
      "2018-04-03, 卖单执行, 002150.SZ, 5.95, -26300\n",
      "2018-04-03, 卖单执行, 002394.SZ, 9.09, -16200\n",
      "2018-04-03, 卖单执行, 002559.SZ, 5.16, -800\n",
      "2018-04-03, 卖单执行, 002687.SZ, 6.28, -500\n",
      "2018-04-03, 买单执行,002360.SZ, 6.17, 25100\n",
      "2018-04-03, 买单执行,002381.SZ, 6.64, 23300\n",
      "2018-04-03, 买单执行,600356.SH, 7.56, 20500\n",
      "毛收益 -3677.28, 扣佣后收益 -3526.78, 佣金 -150.50, 市值 770471.30, 现金 10240.23\n",
      "毛收益 2464.31, 扣佣后收益  2620.68, 佣金 -156.37, 市值 770471.30, 现金 10240.23\n",
      "毛收益 -7262.46, 扣佣后收益 -7115.19, 佣金 -147.27, 市值 770471.30, 现金 10240.23\n",
      "rebalance_portfolio currDate 2018-05-02 78\n",
      "sell 平仓 600356.SH 20500\n",
      "sell 平仓 002360.SZ 25100\n",
      "sell 平仓 002687.SZ 24200\n",
      "sell 平仓 002381.SZ 23300\n",
      "2018-05-02, 下单, 标的个数 5, targetvalue 146473.94, 当前总市值 747316.01\n",
      "2018-05-03, 卖单执行, 600356.SH, 7.01, -20500\n",
      "2018-05-03, 卖单执行, 002360.SZ, 5.65, -25100\n",
      "2018-05-03, 卖单执行, 002687.SZ, 6.00, -24200\n",
      "2018-05-03, 卖单执行, 002381.SZ, 6.29, -23300\n",
      "2018-05-03, 卖单执行, 002559.SZ, 5.42, -2400\n",
      "2018-05-03, 买单执行,603088.SH, 6.44, 22800\n",
      "2018-05-03, 买单执行,002753.SZ, 12.26, 12000\n",
      "2018-05-03, 买单执行,000705.SZ, 7.53, 19500\n",
      "2018-05-03, 买单执行,002296.SZ, 6.53, 22500\n",
      "毛收益 -11225.80, 扣佣后收益 -11082.10, 佣金 -143.70, 市值 766515.78, 现金 13323.58\n",
      "毛收益 -13157.42, 扣佣后收益 -13015.80, 佣金 -141.62, 市值 766515.78, 现金 13323.58\n",
      "毛收益 -13367.10, 扣佣后收益 -13177.82, 佣金 -189.28, 市值 766515.78, 现金 13323.58\n",
      "毛收益 -8096.75, 扣佣后收益 -7950.27, 佣金 -146.48, 市值 766515.78, 现金 13323.58\n",
      "rebalance_portfolio currDate 2018-06-01 78\n",
      "sell 平仓 603088.SH 22800\n",
      "sell 平仓 002559.SZ 27100\n",
      "sell 平仓 000705.SZ 19500\n",
      "sell 平仓 002753.SZ 12000\n",
      "sell 平仓 002296.SZ 22500\n",
      "2018-06-01, 下单, 标的个数 5, targetvalue 142585.18, 当前总市值 727475.38\n",
      "2018-06-04, 卖单执行, 603088.SH, 5.28, -22800\n",
      "2018-06-04, 卖单执行, 002559.SZ, 5.51, -27100\n",
      "2018-06-04, 卖单执行, 000705.SZ, 7.09, -19500\n",
      "2018-06-04, 卖单执行, 002753.SZ, 13.20, -12000\n",
      "2018-06-04, 卖单执行, 002296.SZ, 6.73, -22500\n",
      "2018-06-04, 买单执行,002394.SZ, 8.92, 16000\n",
      "2018-06-04, 买单执行,002713.SZ, 13.46, 10600\n",
      "2018-06-04, 买单执行,600889.SH, 7.26, 19700\n",
      "2018-06-04, 买单执行,600287.SH, 6.36, 22500\n",
      "2018-06-04, 买单执行,002772.SZ, 10.65, 13400\n",
      "毛收益 -26393.28, 扣佣后收益 -26273.10, 佣金 -120.18, 市值 730283.97, 现金 17794.86\n",
      "毛收益 12416.36, 扣佣后收益  12582.93, 佣金 -166.57, 市值 730283.97, 现金 17794.86\n",
      "毛收益 -8478.60, 扣佣后收益 -8340.34, 佣金 -138.26, 市值 730283.97, 现金 17794.86\n",
      "毛收益 11203.20, 扣佣后收益  11361.66, 佣金 -158.46, 市值 730283.97, 现金 17794.86\n",
      "毛收益 4466.25, 扣佣后收益  4617.76, 佣金 -151.51, 市值 730283.97, 现金 17794.86\n",
      "rebalance_portfolio currDate 2018-07-02 78\n",
      "sell 平仓 002772.SZ 13400\n",
      "sell 平仓 600287.SH 22500\n",
      "sell 平仓 002713.SZ 10600\n",
      "sell 平仓 600889.SH 19700\n",
      "sell 平仓 002394.SZ 16000\n",
      "2018-07-02, 下单, 标的个数 2, targetvalue 294693.79, 当前总市值 601415.90\n",
      "2018-07-03, 卖单执行, 002772.SZ, 7.86, -13400\n",
      "2018-07-03, 卖单执行, 600287.SH, 5.08, -22500\n",
      "2018-07-03, 卖单执行, 002713.SZ, 11.68, -10600\n",
      "2018-07-03, 卖单执行, 600889.SH, 5.34, -19700\n",
      "2018-07-03, 卖单执行, 002394.SZ, 8.35, -16000\n",
      "2018-07-03, 买单执行,002606.SZ, 5.07, 58100\n",
      "2018-07-03, 买单执行,002753.SZ, 13.87, 21300\n",
      "毛收益 -37375.28, 扣佣后收益 -37270.20, 佣金 -105.08, 市值 612962.19, 现金 10333.95\n",
      "毛收益 -28860.75, 扣佣后收益 -28746.77, 佣金 -113.98, 市值 612962.19, 现金 10333.95\n",
      "毛收益 -18869.06, 扣佣后收益 -18745.38, 佣金 -123.68, 市值 612962.19, 现金 10333.95\n",
      "毛收益 -37751.11, 扣佣后收益 -37646.22, 佣金 -104.89, 市值 612962.19, 现金 10333.95\n",
      "毛收益 -9080.00, 扣佣后收益 -8946.46, 佣金 -133.54, 市值 612962.19, 现金 10333.95\n",
      "rebalance_portfolio currDate 2018-08-01 78\n",
      "sell 平仓 002606.SZ 58100\n",
      "sell 平仓 002753.SZ 21300\n",
      "2018-08-01, 下单, 标的个数 5, targetvalue 105676.94, 当前总市值 539168.06\n",
      "2018-08-02, 卖单执行, 002606.SZ, 4.55, -58100\n",
      "2018-08-02, 卖单执行, 002753.SZ, 12.10, -21300\n",
      "2018-08-02, 买单执行,002561.SZ, 8.17, 13000\n",
      "2018-08-02, 买单执行,002187.SZ, 7.81, 13600\n",
      "2018-08-02, 买单执行,002553.SZ, 6.28, 16900\n",
      "2018-08-02, 买单执行,002598.SZ, 6.84, 15500\n",
      "2018-08-02, 买单执行,002559.SZ, 4.65, 22800\n",
      "毛收益 -30177.14, 扣佣后收益 -29912.76, 佣金 -264.38, 市值 519057.36, 现金 2586.25\n",
      "毛收益 -37828.80, 扣佣后收益 -37571.47, 佣金 -257.33, 市值 519057.36, 现金 2586.25\n",
      "rebalance_portfolio currDate 2018-09-03 78\n",
      "sell 平仓 002187.SZ 13600\n",
      "sell 平仓 002559.SZ 22800\n",
      "sell 平仓 002553.SZ 16900\n",
      "sell 平仓 002561.SZ 13000\n",
      "2018-09-03, 下单, 标的个数 5, targetvalue 99361.00, 当前总市值 506943.87\n",
      "2018-09-04, 卖单执行, 002187.SZ, 7.52, -13600\n",
      "2018-09-04, 卖单执行, 002559.SZ, 4.42, -22800\n",
      "2018-09-04, 卖单执行, 002553.SZ, 5.95, -16900\n",
      "2018-09-04, 卖单执行, 002561.SZ, 7.75, -13000\n",
      "2018-09-04, 卖单执行, 002598.SZ, 6.50, -100\n",
      "2018-09-04, 买单执行,002394.SZ, 8.28, 12000\n",
      "2018-09-04, 买单执行,600356.SH, 6.03, 16500\n",
      "2018-09-04, 买单执行,002381.SZ, 5.78, 17200\n",
      "2018-09-04, 买单执行,600287.SH, 5.01, 19900\n",
      "毛收益 -3851.52, 扣佣后收益 -3749.24, 佣金 -102.28, 市值 510267.59, 现金 10001.46\n",
      "毛收益 -5294.16, 扣佣后收益 -5193.46, 佣金 -100.70, 市值 510267.59, 现金 10001.46\n",
      "毛收益 -5556.72, 扣佣后收益 -5456.27, 佣金 -100.45, 市值 510267.59, 现金 10001.46\n",
      "毛收益 -5500.30, 扣佣后收益 -5399.59, 佣金 -100.71, 市值 510267.59, 现金 10001.46\n",
      "rebalance_portfolio currDate 2018-10-08 78\n",
      "sell 平仓 600287.SH 19900\n",
      "sell 平仓 600356.SH 16500\n",
      "2018-10-08, 下单, 标的个数 5, targetvalue 100369.66, 当前总市值 512090.09\n",
      "2018-10-09, 卖单执行, 600287.SH, 4.97, -19900\n",
      "2018-10-09, 卖单执行, 600356.SH, 5.85, -16500\n",
      "2018-10-09, 卖单执行, 002598.SZ, 7.08, -900\n",
      "2018-10-09, 卖单执行, 002394.SZ, 8.49, -100\n",
      "2018-10-09, 买单执行,002381.SZ, 5.71, 500\n",
      "2018-10-09, 买单执行,002360.SZ, 5.46, 18400\n",
      "2018-10-09, 买单执行,002772.SZ, 6.81, 14800\n",
      "毛收益 -774.11, 扣佣后收益 -675.23, 佣金 -98.88, 市值 510252.66, 现金 8728.11\n",
      "毛收益 -2900.70, 扣佣后收益 -2804.18, 佣金 -96.52, 市值 510252.66, 现金 8728.11\n",
      "rebalance_portfolio currDate 2018-11-01 78\n",
      "sell 平仓 002381.SZ 17700\n",
      "sell 平仓 002360.SZ 18400\n",
      "sell 平仓 002598.SZ 14500\n",
      "sell 平仓 002772.SZ 14800\n",
      "2018-11-01, 下单, 标的个数 5, targetvalue 94953.07, 当前总市值 484454.44\n",
      "2018-11-02, 卖单执行, 002381.SZ, 5.49, -17700\n",
      "2018-11-02, 卖单执行, 002360.SZ, 4.92, -18400\n",
      "2018-11-02, 卖单执行, 002598.SZ, 6.22, -14500\n",
      "2018-11-02, 卖单执行, 002772.SZ, 6.56, -14800\n",
      "2018-11-02, 卖单执行, 002394.SZ, 8.89, -1100\n",
      "2018-11-02, 买单执行,002713.SZ, 9.47, 10100\n",
      "2018-11-02, 买单执行,002187.SZ, 7.42, 12800\n",
      "2018-11-02, 买单执行,002559.SZ, 4.13, 23000\n",
      "2018-11-02, 买单执行,002469.SZ, 3.60, 26500\n",
      "毛收益 -5104.88, 扣佣后收益 -5007.73, 佣金 -97.15, 市值 495535.49, 现金 12825.47\n",
      "毛收益 -10050.08, 扣佣后收益 -9959.71, 佣金 -90.37, 市值 495535.49, 现金 12825.47\n",
      "毛收益 -8850.89, 扣佣后收益 -8753.79, 佣金 -97.10, 市值 495535.49, 现金 12825.47\n",
      "毛收益 -3726.64, 扣佣后收益 -3629.63, 佣金 -97.01, 市值 495535.49, 现金 12825.47\n",
      "rebalance_portfolio currDate 2018-12-03 78\n",
      "sell 平仓 002713.SZ 10100\n",
      "sell 平仓 002559.SZ 23000\n",
      "sell 平仓 002394.SZ 10800\n",
      "sell 平仓 002469.SZ 26500\n",
      "2018-12-03, 下单, 标的个数 5, targetvalue 100490.23, 当前总市值 512705.24\n",
      "2018-12-04, 卖单执行, 002713.SZ, 9.86, -10100\n",
      "2018-12-04, 卖单执行, 002559.SZ, 4.48, -23000\n",
      "2018-12-04, 卖单执行, 002394.SZ, 8.73, -10800\n",
      "2018-12-04, 卖单执行, 002469.SZ, 3.83, -26500\n",
      "2018-12-04, 卖单执行, 002187.SZ, 7.94, -200\n",
      "2018-12-04, 买单执行,002521.SZ, 5.63, 17900\n",
      "2018-12-04, 买单执行,002561.SZ, 7.41, 13600\n",
      "2018-12-04, 买单执行,002553.SZ, 5.52, 18200\n",
      "2018-12-04, 买单执行,002598.SZ, 7.21, 14000\n",
      "毛收益 3973.34, 扣佣后收益  4073.00, 佣金 -99.66, 市值 517485.92, 现金 10264.02\n",
      "毛收益 8084.50, 扣佣后收益  8187.63, 佣金 -103.13, 市值 517485.92, 现金 10264.02\n",
      "毛收益 5504.47, 扣佣后收益  5609.42, 佣金 -104.95, 市值 517485.92, 现金 10264.02\n",
      "毛收益 6185.10, 扣佣后收益  6286.62, 佣金 -101.52, 市值 517485.92, 现金 10264.02\n",
      "rebalance_portfolio currDate 2019-01-02 78\n",
      "sell 平仓 002598.SZ 14000\n",
      "sell 平仓 002553.SZ 18200\n",
      "sell 平仓 002521.SZ 17900\n",
      "sell 平仓 002561.SZ 13600\n",
      "2019-01-02, 下单, 标的个数 5, targetvalue 94538.62, 当前总市值 482339.89\n",
      "2019-01-03, 卖单执行, 002598.SZ, 6.42, -14000\n",
      "2019-01-03, 卖单执行, 002553.SZ, 4.94, -18200\n",
      "2019-01-03, 卖单执行, 002521.SZ, 5.32, -17900\n",
      "2019-01-03, 卖单执行, 002561.SZ, 6.91, -13600\n",
      "2019-01-03, 卖单执行, 002187.SZ, 7.88, -900\n",
      "2019-01-03, 买单执行,300403.SZ, 4.70, 20100\n",
      "2019-01-03, 买单执行,300214.SZ, 5.40, 17600\n",
      "2019-01-03, 买单执行,300306.SZ, 7.47, 12700\n",
      "2019-01-03, 买单执行,002295.SZ, 7.56, 12500\n",
      "毛收益 -11093.60, 扣佣后收益 -11003.87, 佣金 -89.73, 市值 473221.90, 现金 7827.70\n",
      "毛收益 -10601.50, 扣佣后收益 -10511.66, 佣金 -89.84, 市值 473221.90, 现金 7827.70\n",
      "毛收益 -5486.35, 扣佣后收益 -5391.08, 佣金 -95.27, 市值 473221.90, 现金 7827.70\n",
      "毛收益 -6733.36, 扣佣后收益 -6639.40, 佣金 -93.96, 市值 473221.90, 现金 7827.70\n",
      "rebalance_portfolio currDate 2019-02-01 78\n",
      "sell 平仓 300306.SZ 12700\n",
      "sell 平仓 300214.SZ 17600\n",
      "sell 平仓 300403.SZ 20100\n",
      "sell 平仓 002295.SZ 12500\n",
      "sell 平仓 002187.SZ 11700\n",
      "2019-02-01, 下单, 标的个数 5, targetvalue 89327.51, 当前总市值 455752.61\n",
      "2019-02-11, 卖单执行, 300306.SZ, 7.00, -12700\n",
      "2019-02-11, 卖单执行, 300214.SZ, 5.38, -17600\n",
      "2019-02-11, 卖单执行, 300403.SZ, 4.65, -20100\n",
      "2019-02-11, 卖单执行, 002295.SZ, 6.65, -12500\n",
      "2019-02-11, 卖单执行, 002187.SZ, 7.75, -11700\n",
      "2019-02-11, 买单执行,600356.SH, 6.08, 14800\n",
      "2019-02-11, 买单执行,002290.SZ, 8.25, 10900\n",
      "2019-02-11, 买单执行,300095.SZ, 5.13, 17500\n",
      "2019-02-11, 买单执行,002037.SZ, 8.49, 10600\n",
      "2019-02-11, 买单执行,002272.SZ, 4.69, 19100\n",
      "毛收益 -5982.97, 扣佣后收益 -5894.14, 佣金 -88.83, 市值 470261.54, 现金 9849.21\n",
      "毛收益 -343.20, 扣佣后收益 -248.51, 佣金 -94.69, 市值 470261.54, 现金 9849.21\n",
      "毛收益 -1111.53, 扣佣后收益 -1018.10, 佣金 -93.43, 市值 470261.54, 现金 9849.21\n",
      "毛收益 -11448.75, 扣佣后收益 -11365.75, 佣金 -83.00, 市值 470261.54, 现金 9849.21\n",
      "毛收益 4385.75, 扣佣后收益  4485.14, 佣金 -99.39, 市值 470261.54, 现金 9849.21\n",
      "rebalance_portfolio currDate 2019-03-01 78\n",
      "sell 平仓 002037.SZ 10600\n",
      "sell 平仓 002272.SZ 19100\n",
      "sell 平仓 600356.SH 14800\n",
      "sell 平仓 002290.SZ 10900\n",
      "sell 平仓 300095.SZ 17500\n",
      "2019-03-01, 下单, 标的个数 5, targetvalue 101896.02, 当前总市值 519877.67\n",
      "2019-03-04, 卖单执行, 002037.SZ, 9.30, -10600\n",
      "2019-03-04, 卖单执行, 002272.SZ, 5.05, -19100\n",
      "2019-03-04, 卖单执行, 600356.SH, 6.96, -14800\n",
      "2019-03-04, 卖单执行, 002290.SZ, 10.32, -10900\n",
      "2019-03-04, 卖单执行, 300095.SZ, 5.82, -17500\n",
      "2019-03-04, 买单执行,300403.SZ, 5.25, 19500\n",
      "2019-03-04, 买单执行,002394.SZ, 9.53, 10700\n",
      "2019-03-04, 买单执行,002713.SZ, 10.49, 9800\n",
      "2019-03-04, 买单执行,002561.SZ, 8.03, 12700\n",
      "2019-03-04, 买单执行,002187.SZ, 8.58, 11900\n",
      "毛收益 8531.94, 扣佣后收益  8630.54, 佣金 -98.60, 市值 524108.40, 现金 11526.01\n",
      "毛收益 6876.00, 扣佣后收益  6972.51, 佣金 -96.51, 市值 524108.40, 现金 11526.01\n",
      "毛收益 13155.72, 扣佣后收益  13258.90, 佣金 -103.18, 市值 524108.40, 现金 11526.01\n",
      "毛收益 22563.00, 扣佣后收益  22675.67, 佣金 -112.67, 市值 524108.40, 现金 11526.01\n",
      "毛收益 12050.50, 扣佣后收益  12152.42, 佣金 -101.92, 市值 524108.40, 现金 11526.01\n",
      "rebalance_portfolio currDate 2019-04-01 78\n",
      "2019-04-01, 下单, 标的个数 5, targetvalue 112273.92, 当前总市值 572826.12\n",
      "2019-04-02, 卖单执行, 002713.SZ, 12.61, -1000\n",
      "2019-04-02, 买单执行,300403.SZ, 5.71, 200\n",
      "2019-04-02, 买单执行,002561.SZ, 8.69, 300\n",
      "2019-04-02, 买单执行,002394.SZ, 10.21, 400\n",
      "2019-04-02, 买单执行,002187.SZ, 8.99, 700\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "rebalance_portfolio currDate 2019-05-06 78\n",
      "sell 平仓 002713.SZ 8800\n",
      "sell 平仓 300403.SZ 19700\n",
      "sell 平仓 002561.SZ 13000\n",
      "sell 平仓 002187.SZ 12600\n",
      "sell 平仓 002394.SZ 11100\n",
      "2019-05-06, 下单, 标的个数 3, targetvalue 161079.77, 当前总市值 493101.35\n",
      "2019-05-07, 卖单执行, 002713.SZ, 10.13, -8800\n",
      "2019-05-07, 卖单执行, 300403.SZ, 4.81, -19700\n",
      "2019-05-07, 卖单执行, 002561.SZ, 7.85, -13000\n",
      "2019-05-07, 卖单执行, 002187.SZ, 8.04, -12600\n",
      "2019-05-07, 卖单执行, 002394.SZ, 8.95, -11100\n",
      "2019-05-07, 买单执行,600287.SH, 6.98, 23100\n",
      "2019-05-07, 买单执行,000715.SZ, 6.25, 25800\n",
      "2019-05-07, 买单执行,300430.SZ, 12.30, 13100\n",
      "毛收益 -1025.08, 扣佣后收益 -923.31, 佣金 -101.77, 市值 525693.32, 现金 13666.88\n",
      "毛收益 -8720.84, 扣佣后收益 -8626.15, 佣金 -94.69, 市值 525693.32, 现金 13666.88\n",
      "毛收益 -2538.43, 扣佣后收益 -2436.41, 佣金 -102.02, 市值 525693.32, 现金 13666.88\n",
      "毛收益 -7062.93, 扣佣后收益 -6961.65, 佣金 -101.28, 市值 525693.32, 现金 13666.88\n",
      "毛收益 -6684.92, 扣佣后收益 -6585.58, 佣金 -99.34, 市值 525693.32, 现金 13666.88\n",
      "rebalance_portfolio currDate 2019-06-03 78\n",
      "sell 平仓 600287.SH 23100\n",
      "sell 平仓 000715.SZ 25800\n",
      "sell 平仓 300430.SZ 13100\n",
      "2019-06-03, 下单, 标的个数 5, targetvalue 99822.25, 当前总市值 509297.20\n",
      "2019-06-04, 卖单执行, 600287.SH, 6.24, -23100\n",
      "2019-06-04, 卖单执行, 000715.SZ, 6.63, -25800\n",
      "2019-06-04, 卖单执行, 300430.SZ, 12.51, -13100\n",
      "2019-06-04, 买单执行,002187.SZ, 8.05, 12500\n",
      "2019-06-04, 买单执行,002749.SZ, 9.50, 10600\n",
      "2019-06-04, 买单执行,002553.SZ, 6.25, 16000\n",
      "2019-06-04, 买单执行,603017.SH, 12.22, 8200\n",
      "2019-06-04, 订单作废 600097.SH, Margin, isbuy=1, size 9600, open price 10.44\n",
      "毛收益 -17073.21, 扣佣后收益 -16929.14, 佣金 -144.07, 市值 492543.85, 现金 91782.80\n",
      "毛收益 10005.24, 扣佣后收益  10176.45, 佣金 -171.21, 市值 492543.85, 现金 91782.80\n",
      "毛收益 2751.00, 扣佣后收益  2914.90, 佣金 -163.90, 市值 492543.85, 现金 91782.80\n",
      "rebalance_portfolio currDate 2019-07-01 78\n",
      "sell 平仓 603017.SH 8200\n",
      "sell 平仓 002749.SZ 10600\n",
      "sell 平仓 002553.SZ 16000\n",
      "sell 平仓 600097.SH 0\n",
      "2019-07-01, 下单, 标的个数 5, targetvalue 97828.33, 当前总市值 499124.15\n",
      "2019-07-02, 卖单执行, 603017.SH, 12.64, -8200\n",
      "2019-07-02, 卖单执行, 002749.SZ, 9.96, -10600\n",
      "2019-07-02, 卖单执行, 002553.SZ, 5.80, -16000\n",
      "2019-07-02, 卖单执行, 002187.SZ, 8.28, -600\n",
      "2019-07-02, 买单执行,300403.SZ, 6.33, 15400\n",
      "2019-07-02, 买单执行,002394.SZ, 8.80, 11200\n",
      "2019-07-02, 买单执行,002561.SZ, 8.42, 11700\n",
      "2019-07-02, 买单执行,002521.SZ, 5.20, 18900\n",
      "毛收益 3397.26, 扣佣后收益  3500.91, 佣金 -103.65, 市值 496260.10, 现金 6229.55\n",
      "毛收益 4839.96, 扣佣后收益  4945.59, 佣金 -105.63, 市值 496260.10, 现金 6229.55\n",
      "毛收益 -7142.40, 扣佣后收益 -7049.62, 佣金 -92.78, 市值 496260.10, 现金 6229.55\n",
      "rebalance_portfolio currDate 2019-08-01 78\n",
      "sell 平仓 002187.SZ 11900\n",
      "sell 平仓 300403.SZ 15400\n",
      "sell 平仓 002394.SZ 11200\n",
      "sell 平仓 002561.SZ 11700\n",
      "2019-08-01, 下单, 标的个数 5, targetvalue 92258.29, 当前总市值 470705.56\n",
      "2019-08-02, 卖单执行, 002187.SZ, 8.08, -11900\n",
      "2019-08-02, 卖单执行, 300403.SZ, 4.98, -15400\n",
      "2019-08-02, 卖单执行, 002394.SZ, 8.54, -11200\n",
      "2019-08-02, 卖单执行, 002561.SZ, 7.80, -11700\n",
      "2019-08-02, 卖单执行, 002521.SZ, 5.18, -1300\n",
      "2019-08-02, 买单执行,002553.SZ, 5.79, 16000\n",
      "2019-08-02, 买单执行,300214.SZ, 6.68, 13900\n",
      "2019-08-02, 买单执行,300231.SZ, 6.72, 13800\n",
      "2019-08-02, 买单执行,002559.SZ, 6.33, 14600\n",
      "毛收益 489.49, 扣佣后收益  590.60, 佣金 -101.11, 市值 465380.99, 现金 2293.43\n",
      "毛收益 -20860.69, 扣佣后收益 -20784.18, 佣金 -76.51, 市值 465380.99, 现金 2293.43\n",
      "毛收益 -2887.36, 扣佣后收益 -2791.72, 佣金 -95.64, 市值 465380.99, 现金 2293.43\n",
      "毛收益 -7236.45, 扣佣后收益 -7145.27, 佣金 -91.18, 市值 465380.99, 现金 2293.43\n",
      "rebalance_portfolio currDate 2019-09-02 78\n",
      "sell 平仓 002559.SZ 14600\n",
      "sell 平仓 002521.SZ 17600\n",
      "sell 平仓 300214.SZ 13900\n",
      "sell 平仓 300231.SZ 13800\n",
      "sell 平仓 002553.SZ 16000\n",
      "2019-09-02, 下单, 标的个数 5, targetvalue 90003.76, 当前总市值 459202.88\n",
      "2019-09-03, 卖单执行, 002559.SZ, 5.42, -14600\n",
      "2019-09-03, 卖单执行, 002521.SZ, 5.33, -17600\n",
      "2019-09-03, 卖单执行, 300214.SZ, 7.74, -13900\n",
      "2019-09-03, 卖单执行, 300231.SZ, 7.21, -13800\n",
      "2019-09-03, 卖单执行, 002553.SZ, 5.46, -16000\n",
      "2019-09-03, 买单执行,300403.SZ, 4.98, 18100\n",
      "2019-09-03, 买单执行,002713.SZ, 8.30, 10900\n",
      "2019-09-03, 买单执行,002394.SZ, 8.65, 10500\n",
      "2019-09-03, 买单执行,002561.SZ, 7.68, 11800\n",
      "2019-09-03, 买单执行,002749.SZ, 9.04, 10000\n",
      "毛收益 -13283.08, 扣佣后收益 -13204.05, 佣金 -79.03, 市值 480242.13, 现金 17865.67\n",
      "毛收益 2187.23, 扣佣后收益  2287.77, 佣金 -100.54, 市值 480242.13, 现金 17865.67\n",
      "毛收益 14749.29, 扣佣后收益  14857.02, 佣金 -107.73, 市值 480242.13, 现金 17865.67\n",
      "毛收益 6750.96, 扣佣后收益  6850.55, 佣金 -99.59, 市值 480242.13, 现金 17865.67\n",
      "毛收益 -5278.40, 扣佣后收益 -5191.03, 佣金 -87.37, 市值 480242.13, 现金 17865.67\n",
      "rebalance_portfolio currDate 2019-10-08 78\n",
      "sell 平仓 002713.SZ 10900\n",
      "sell 平仓 300403.SZ 18100\n",
      "sell 平仓 002394.SZ 10500\n",
      "sell 平仓 002561.SZ 11800\n",
      "2019-10-08, 下单, 标的个数 5, targetvalue 94174.38, 当前总市值 480481.53\n",
      "2019-10-09, 卖单执行, 002713.SZ, 8.48, -10900\n",
      "2019-10-09, 卖单执行, 300403.SZ, 4.93, -18100\n",
      "2019-10-09, 卖单执行, 002394.SZ, 8.57, -10500\n",
      "2019-10-09, 卖单执行, 002561.SZ, 7.62, -11800\n",
      "2019-10-09, 卖单执行, 002749.SZ, 9.70, -500\n",
      "2019-10-09, 买单执行,300214.SZ, 8.02, 11800\n",
      "2019-10-09, 买单执行,002403.SZ, 8.36, 11300\n",
      "2019-10-09, 买单执行,300306.SZ, 13.46, 7000\n",
      "2019-10-09, 买单执行,000715.SZ, 7.26, 13000\n",
      "毛收益 1962.00, 扣佣后收益  2054.45, 佣金 -92.45, 市值 484960.69, 现金 7055.80\n",
      "毛收益 -805.45, 扣佣后收益 -716.14, 佣金 -89.31, 市值 484960.69, 现金 7055.80\n",
      "毛收益 -811.65, 扣佣后收益 -721.66, 佣金 -89.99, 市值 484960.69, 现金 7055.80\n",
      "毛收益 -663.16, 扣佣后收益 -573.25, 佣金 -89.91, 市值 484960.69, 现金 7055.80\n",
      "rebalance_portfolio currDate 2019-11-01 78\n",
      "sell 平仓 300306.SZ 7000\n",
      "sell 平仓 000715.SZ 13000\n",
      "sell 平仓 002749.SZ 9500\n",
      "2019-11-01, 下单, 标的个数 5, targetvalue 92146.37, 当前总市值 470134.56\n",
      "2019-11-04, 卖单执行, 300306.SZ, 11.87, -7000\n",
      "2019-11-04, 卖单执行, 000715.SZ, 6.41, -13000\n",
      "2019-11-04, 卖单执行, 002749.SZ, 9.64, -9500\n",
      "2019-11-04, 卖单执行, 300214.SZ, 9.10, -1600\n",
      "2019-11-04, 卖单执行, 002403.SZ, 8.88, -900\n",
      "2019-11-04, 买单执行,002521.SZ, 5.74, 16100\n",
      "2019-11-04, 买单执行,002620.SZ, 6.01, 15400\n",
      "2019-11-04, 买单执行,600097.SH, 9.91, 9300\n",
      "毛收益 -11130.00, 扣佣后收益 -11047.02, 佣金 -82.98, 市值 473089.36, 现金 10676.11\n",
      "毛收益 -11031.80, 扣佣后收益 -10948.51, 佣金 -83.29, 市值 473089.36, 现金 10676.11\n",
      "毛收益 6010.20, 扣佣后收益  6106.66, 佣金 -96.46, 市值 473089.36, 现金 10676.11\n",
      "rebalance_portfolio currDate 2019-12-02 78\n",
      "sell 平仓 300214.SZ 10200\n",
      "sell 平仓 600097.SH 9300\n",
      "sell 平仓 002403.SZ 10400\n",
      "sell 平仓 002521.SZ 16100\n",
      "2019-12-02, 下单, 标的个数 5, targetvalue 87126.14, 当前总市值 444521.11\n",
      "2019-12-03, 卖单执行, 300214.SZ, 7.85, -10200\n",
      "2019-12-03, 卖单执行, 600097.SH, 9.42, -9300\n",
      "2019-12-03, 卖单执行, 002403.SZ, 8.41, -10400\n",
      "2019-12-03, 卖单执行, 002521.SZ, 5.43, -16100\n",
      "2019-12-03, 卖单执行, 002620.SZ, 5.81, -400\n",
      "2019-12-03, 买单执行,603889.SH, 5.30, 16500\n",
      "2019-12-03, 买单执行,002360.SZ, 4.87, 17900\n",
      "2019-12-03, 买单执行,002290.SZ, 4.75, 18400\n",
      "2019-12-03, 买单执行,600051.SH, 5.82, 15000\n",
      "毛收益 25.72, 扣佣后收益  120.35, 佣金 -94.63, 市值 448396.55, 现金 6436.86\n",
      "毛收益 -4609.08, 扣佣后收益 -4521.55, 佣金 -87.53, 市值 448396.55, 现金 6436.86\n",
      "毛收益 988.00, 扣佣后收益  1083.46, 佣金 -95.46, 市值 448396.55, 现金 6436.86\n",
      "毛收益 -5139.12, 扣佣后收益 -5051.82, 佣金 -87.30, 市值 448396.55, 现金 6436.86\n",
      "rebalance_portfolio currDate 2020-01-02 78\n",
      "sell 平仓 600051.SH 15000\n",
      "sell 平仓 002290.SZ 18400\n",
      "sell 平仓 002360.SZ 17900\n",
      "sell 平仓 002620.SZ 15000\n",
      "2020-01-02, 下单, 标的个数 5, targetvalue 90500.06, 当前总市值 461734.98\n",
      "2020-01-03, 卖单执行, 600051.SH, 5.92, -15000\n",
      "2020-01-03, 卖单执行, 002290.SZ, 5.09, -18400\n",
      "2020-01-03, 卖单执行, 002360.SZ, 5.20, -17900\n",
      "2020-01-03, 卖单执行, 002620.SZ, 6.16, -15000\n",
      "2020-01-03, 买单执行,603889.SH, 5.39, 300\n",
      "2020-01-03, 买单执行,002394.SZ, 8.73, 10400\n",
      "2020-01-03, 买单执行,002381.SZ, 7.81, 11600\n",
      "2020-01-03, 买单执行,002561.SZ, 7.70, 11800\n",
      "2020-01-03, 买单执行,002553.SZ, 5.32, 17100\n",
      "毛收益 1465.50, 扣佣后收益  1554.31, 佣金 -88.81, 市值 465064.42, 现金 9945.52\n",
      "毛收益 6256.00, 扣佣后收益  6349.71, 佣金 -93.71, 市值 465064.42, 现金 9945.52\n",
      "毛收益 6003.66, 扣佣后收益  6096.86, 佣金 -93.20, 市值 465064.42, 现金 9945.52\n",
      "毛收益 2148.26, 扣佣后收益  2242.98, 佣金 -94.72, 市值 465064.42, 现金 9945.52\n",
      "rebalance_portfolio currDate 2020-02-03 78\n",
      "sell 平仓 002553.SZ 17100\n",
      "sell 平仓 002381.SZ 11600\n",
      "sell 平仓 002561.SZ 11800\n",
      "sell 平仓 603889.SH 16800\n",
      "sell 平仓 002394.SZ 10400\n",
      "2020-02-03, 下单, 标的个数 3, targetvalue 132811.27, 当前总市值 406565.11\n",
      "2020-02-04, 卖单执行, 002553.SZ, 4.17, -17100\n",
      "2020-02-04, 卖单执行, 002381.SZ, 6.85, -11600\n",
      "2020-02-04, 卖单执行, 002561.SZ, 6.66, -11800\n",
      "2020-02-04, 卖单执行, 603889.SH, 4.56, -16800\n",
      "2020-02-04, 卖单执行, 002394.SZ, 7.57, -10400\n",
      "2020-02-04, 买单执行,600513.SH, 15.18, 8800\n",
      "2020-02-04, 买单执行,000705.SZ, 8.11, 16400\n",
      "2020-02-04, 订单作废 000952.SZ, Margin, isbuy=1, size 14600, open price 9.11\n",
      "毛收益 -19579.50, 扣佣后收益 -19508.31, 佣金 -71.19, 市值 397671.26, 现金 128663.66\n",
      "毛收益 -11196.32, 扣佣后收益 -11116.97, 佣金 -79.35, 市值 397671.26, 现金 128663.66\n",
      "毛收益 -12276.72, 扣佣后收益 -12198.19, 佣金 -78.53, 市值 397671.26, 现金 128663.66\n",
      "毛收益 -12392.76, 扣佣后收益 -12316.17, 佣金 -76.59, 市值 397671.26, 现金 128663.66\n",
      "毛收益 -12012.00, 扣佣后收益 -11933.35, 佣金 -78.65, 市值 397671.26, 现金 128663.66\n",
      "rebalance_portfolio currDate 2020-03-02 78\n",
      "sell 平仓 000705.SZ 16400\n",
      "sell 平仓 000952.SZ 0\n",
      "sell 平仓 600513.SH 8800\n",
      "2020-03-02, 下单, 标的个数 5, targetvalue 72475.64, 当前总市值 369773.66\n",
      "2020-03-03, 卖单执行, 000705.SZ, 7.17, -16400\n",
      "2020-03-03, 卖单执行, 600513.SH, 13.90, -8800\n",
      "2020-03-03, 买单执行,002394.SZ, 8.73, 8400\n",
      "2020-03-03, 买单执行,002713.SZ, 9.58, 7600\n",
      "2020-03-03, 买单执行,002561.SZ, 7.19, 10100\n",
      "2020-03-03, 买单执行,002381.SZ, 7.96, 9200\n",
      "2020-03-03, 买单执行,603889.SH, 5.07, 14400\n",
      "毛收益 -15461.92, 扣佣后收益 -15344.53, 佣金 -117.39, 市值 363169.64, 现金 3843.28\n",
      "毛收益 -11187.44, 扣佣后收益 -11065.17, 佣金 -122.27, 市值 363169.64, 现金 3843.28\n",
      "rebalance_portfolio currDate 2020-04-01 78\n",
      "sell 平仓 002713.SZ 7600\n",
      "sell 平仓 603889.SH 14400\n",
      "sell 平仓 002394.SZ 8400\n",
      "sell 平仓 002381.SZ 9200\n",
      "2020-04-01, 下单, 标的个数 5, targetvalue 62392.16, 当前总市值 318327.33\n",
      "2020-04-02, 卖单执行, 002713.SZ, 6.21, -7600\n",
      "2020-04-02, 卖单执行, 603889.SH, 4.54, -14400\n",
      "2020-04-02, 卖单执行, 002394.SZ, 7.85, -8400\n",
      "2020-04-02, 卖单执行, 002381.SZ, 6.84, -9200\n",
      "2020-04-02, 卖单执行, 002561.SZ, 7.11, -1300\n",
      "2020-04-02, 买单执行,002187.SZ, 7.69, 8200\n",
      "2020-04-02, 买单执行,603017.SH, 9.97, 6300\n",
      "2020-04-02, 买单执行,600051.SH, 6.05, 10400\n",
      "2020-04-02, 买单执行,002469.SZ, 4.20, 14900\n",
      "毛收益 -25612.00, 扣佣后收益 -25565.01, 佣金 -46.99, 市值 324209.26, 现金 3425.98\n",
      "毛收益 -7646.40, 扣佣后收益 -7581.13, 佣金 -65.27, 市值 324209.26, 现金 3425.98\n",
      "毛收益 -7392.00, 扣佣后收益 -7326.15, 佣金 -65.85, 市值 324209.26, 现金 3425.98\n",
      "毛收益 -10317.80, 扣佣后收益 -10254.96, 佣金 -62.84, 市值 324209.26, 现金 3425.98\n",
      "rebalance_portfolio currDate 2020-05-06 78\n",
      "sell 平仓 600051.SH 10400\n",
      "sell 平仓 603017.SH 6300\n",
      "sell 平仓 002561.SZ 8800\n",
      "sell 平仓 002469.SZ 14900\n",
      "sell 平仓 002187.SZ 8200\n",
      "2020-05-06, 下单, 标的个数 5, targetvalue 67951.96, 当前总市值 346693.65\n",
      "2020-05-07, 卖单执行, 600051.SH, 8.71, -10400\n",
      "2020-05-07, 卖单执行, 603017.SH, 10.16, -6300\n",
      "2020-05-07, 卖单执行, 002561.SZ, 7.09, -8800\n",
      "2020-05-07, 卖单执行, 002469.SZ, 4.85, -14900\n",
      "2020-05-07, 卖单执行, 002187.SZ, 6.70, -8200\n",
      "2020-05-07, 买单执行,002394.SZ, 8.20, 8300\n",
      "2020-05-07, 买单执行,002381.SZ, 7.39, 9200\n",
      "2020-05-07, 买单执行,603889.SH, 4.71, 14500\n",
      "2020-05-07, 买单执行,300403.SZ, 5.07, 13400\n",
      "2020-05-07, 买单执行,002553.SZ, 5.20, 13100\n",
      "毛收益 27737.84, 扣佣后收益  27828.69, 佣金 -90.85, 市值 348693.23, 现金 7547.68\n",
      "毛收益 1214.01, 扣佣后收益  1278.05, 佣金 -64.04, 市值 348693.23, 现金 7547.68\n",
      "毛收益 -1004.78, 扣佣后收益 -933.19, 佣金 -71.59, 市值 348693.23, 现金 7547.68\n",
      "毛收益 9804.20, 扣佣后收益  9876.61, 佣金 -72.41, 市值 348693.23, 现金 7547.68\n",
      "毛收益 -8100.78, 扣佣后收益 -8045.91, 佣金 -54.87, 市值 348693.23, 现金 7547.68\n",
      "rebalance_portfolio currDate 2020-06-01 78\n",
      "sell 平仓 300403.SZ 13400\n",
      "sell 平仓 002553.SZ 13100\n",
      "2020-06-01, 下单, 标的个数 5, targetvalue 71741.25, 当前总市值 366026.78\n",
      "2020-06-02, 卖单执行, 300403.SZ, 4.81, -13400\n",
      "2020-06-02, 卖单执行, 002553.SZ, 6.03, -13100\n",
      "2020-06-02, 买单执行,002394.SZ, 8.46, 200\n",
      "2020-06-02, 买单执行,002561.SZ, 7.62, 9500\n",
      "2020-06-02, 买单执行,002559.SZ, 5.56, 13000\n",
      "毛收益 -3556.36, 扣佣后收益 -3491.97, 佣金 -64.39, 市值 371866.90, 现金 4737.47\n",
      "毛收益 10895.27, 扣佣后收益  10974.35, 佣金 -79.08, 市值 371866.90, 现金 4737.47\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "rebalance_portfolio currDate 2020-07-01 78\n",
      "sell 平仓 002394.SZ 8500\n",
      "sell 平仓 002561.SZ 9500\n",
      "2020-07-01, 下单, 标的个数 5, targetvalue 76072.72, 当前总市值 388126.11\n",
      "2020-07-02, 卖单执行, 002394.SZ, 8.36, -8500\n",
      "2020-07-02, 卖单执行, 002561.SZ, 7.87, -9500\n",
      "2020-07-02, 卖单执行, 002381.SZ, 8.99, -700\n",
      "2020-07-02, 卖单执行, 002559.SZ, 5.95, -200\n",
      "2020-07-02, 卖单执行, 603889.SH, 5.33, -200\n",
      "2020-07-02, 买单执行,300403.SZ, 4.92, 15500\n",
      "2020-07-02, 买单执行,002187.SZ, 11.75, 6500\n",
      "毛收益 1278.33, 扣佣后收益  1349.40, 佣金 -71.07, 市值 389898.16, 现金 6701.57\n",
      "毛收益 2336.05, 扣佣后收益  2410.82, 佣金 -74.77, 市值 389898.16, 现金 6701.57\n",
      "rebalance_portfolio currDate 2020-08-03 78\n",
      "sell 平仓 002187.SZ 6500\n",
      "sell 平仓 603889.SH 14300\n",
      "2020-08-03, 下单, 标的个数 5, targetvalue 87449.05, 当前总市值 446168.61\n",
      "2020-08-04, 卖单执行, 002187.SZ, 15.90, -6500\n",
      "2020-08-04, 卖单执行, 603889.SH, 5.47, -14300\n",
      "2020-08-04, 卖单执行, 300403.SZ, 5.74, -200\n",
      "2020-08-04, 买单执行,002559.SZ, 6.71, 200\n",
      "2020-08-04, 买单执行,002381.SZ, 9.46, 800\n",
      "2020-08-04, 买单执行,002394.SZ, 10.36, 8500\n",
      "2020-08-04, 买单执行,002598.SZ, 6.90, 12700\n",
      "毛收益 26975.00, 扣佣后收益  27078.57, 佣金 -103.57, 市值 438182.62, 现金 5039.12\n",
      "毛收益 10941.92, 扣佣后收益  11021.30, 佣金 -79.38, 市值 438182.62, 现金 5039.12\n",
      "rebalance_portfolio currDate 2020-09-01 78\n",
      "sell 平仓 002559.SZ 13000\n",
      "2020-09-01, 下单, 标的个数 5, targetvalue 91050.10, 当前总市值 464541.31\n",
      "2020-09-02, 卖单执行, 002559.SZ, 7.01, -13000\n",
      "2020-09-02, 卖单执行, 002381.SZ, 10.51, -500\n",
      "2020-09-02, 卖单执行, 300403.SZ, 6.13, -400\n",
      "2020-09-02, 买单执行,002394.SZ, 10.13, 500\n",
      "2020-09-02, 买单执行,603889.SH, 5.34, 17100\n",
      "毛收益 18766.54, 扣佣后收益  18859.05, 佣金 -92.51, 市值 464623.93, 现金 7697.47\n",
      "rebalance_portfolio currDate 2020-10-09 78\n",
      "sell 平仓 002381.SZ 8800\n",
      "sell 平仓 603889.SH 17100\n",
      "sell 平仓 002394.SZ 9000\n",
      "sell 平仓 002598.SZ 12700\n",
      "2020-10-09, 下单, 标的个数 5, targetvalue 86273.28, 当前总市值 440169.79\n",
      "2020-10-12, 卖单执行, 002381.SZ, 9.30, -8800\n",
      "2020-10-12, 卖单执行, 603889.SH, 5.01, -17100\n",
      "2020-10-12, 卖单执行, 002394.SZ, 9.50, -9000\n",
      "2020-10-12, 卖单执行, 002598.SZ, 6.58, -12700\n",
      "2020-10-12, 卖单执行, 300403.SZ, 6.56, -1700\n",
      "2020-10-12, 买单执行,002687.SZ, 6.06, 14300\n",
      "2020-10-12, 买单执行,600051.SH, 10.50, 8300\n",
      "2020-10-12, 买单执行,000153.SZ, 9.30, 9300\n",
      "2020-10-12, 买单执行,002772.SZ, 9.32, 9300\n",
      "毛收益 17809.12, 扣佣后收益  17902.64, 佣金 -93.52, 市值 453816.20, 现金 8839.97\n",
      "毛收益 -5579.73, 扣佣后收益 -5494.10, 佣金 -85.63, 市值 453816.20, 现金 8839.97\n",
      "毛收益 -7560.00, 扣佣后收益 -7474.52, 佣金 -85.48, 市值 453816.20, 现金 8839.97\n",
      "毛收益 -4064.00, 扣佣后收益 -3980.47, 佣金 -83.53, 市值 453816.20, 现金 8839.97\n",
      "rebalance_portfolio currDate 2020-11-02 78\n",
      "sell 平仓 600051.SH 8300\n",
      "sell 平仓 002687.SZ 14300\n",
      "sell 平仓 000153.SZ 9300\n",
      "sell 平仓 002772.SZ 9300\n",
      "2020-11-02, 下单, 标的个数 5, targetvalue 85374.78, 当前总市值 435585.61\n",
      "2020-11-03, 卖单执行, 600051.SH, 9.33, -8300\n",
      "2020-11-03, 卖单执行, 002687.SZ, 5.90, -14300\n",
      "2020-11-03, 卖单执行, 000153.SZ, 8.19, -9300\n",
      "2020-11-03, 卖单执行, 002772.SZ, 8.88, -9300\n",
      "2020-11-03, 卖单执行, 300403.SZ, 9.55, -2300\n",
      "2020-11-03, 买单执行,002394.SZ, 10.02, 8600\n",
      "2020-11-03, 买单执行,002559.SZ, 5.53, 15500\n",
      "2020-11-03, 买单执行,002455.SZ, 5.03, 17000\n",
      "2020-11-03, 买单执行,002448.SZ, 6.04, 14200\n",
      "毛收益 -9711.00, 扣佣后收益 -9633.64, 佣金 -77.36, 市值 460575.02, 现金 8544.06\n",
      "毛收益 -2210.78, 扣佣后收益 -2126.38, 佣金 -84.40, 市值 460575.02, 现金 8544.06\n",
      "毛收益 -10323.00, 扣佣后收益 -10246.92, 佣金 -76.08, 市值 460575.02, 现金 8544.06\n",
      "毛收益 -4136.64, 扣佣后收益 -4054.13, 佣金 -82.51, 市值 460575.02, 现金 8544.06\n",
      "rebalance_portfolio currDate 2020-12-01 78\n",
      "sell 平仓 300403.SZ 10900\n",
      "sell 平仓 002394.SZ 8600\n",
      "sell 平仓 002448.SZ 14200\n",
      "sell 平仓 002455.SZ 17000\n",
      "2020-12-01, 下单, 标的个数 5, targetvalue 88572.24, 当前总市值 451899.17\n",
      "2020-12-02, 卖单执行, 300403.SZ, 7.80, -10900\n",
      "2020-12-02, 卖单执行, 002394.SZ, 10.32, -8600\n",
      "2020-12-02, 卖单执行, 002448.SZ, 6.23, -14200\n",
      "2020-12-02, 卖单执行, 002455.SZ, 5.33, -17000\n",
      "2020-12-02, 卖单执行, 002559.SZ, 5.92, -500\n",
      "2020-12-02, 买单执行,002561.SZ, 7.77, 11400\n",
      "2020-12-02, 买单执行,603889.SH, 5.03, 17700\n",
      "2020-12-02, 买单执行,002598.SZ, 6.85, 13000\n",
      "2020-12-02, 买单执行,002753.SZ, 8.62, 10300\n",
      "毛收益 45510.69, 扣佣后收益  45632.75, 佣金 -122.06, 市值 453999.90, 现金 9272.26\n",
      "毛收益 2655.68, 扣佣后收益  2744.49, 佣金 -88.81, 市值 453999.90, 现金 9272.26\n",
      "毛收益 2698.00, 扣佣后收益  2786.49, 佣金 -88.49, 市值 453999.90, 现金 9272.26\n",
      "毛收益 5025.20, 扣佣后收益  5115.86, 佣金 -90.66, 市值 453999.90, 现金 9272.26\n",
      "rebalance_portfolio currDate 2021-01-04 78\n",
      "sell 平仓 002559.SZ 15000\n",
      "sell 平仓 002598.SZ 13000\n",
      "sell 平仓 002753.SZ 10300\n",
      "sell 平仓 002561.SZ 11400\n",
      "sell 平仓 603889.SH 17700\n",
      "2021-01-04, 下单, 标的个数 5, targetvalue 82551.22, 当前总市值 421179.72\n",
      "2021-01-05, 卖单执行, 002559.SZ, 5.26, -15000\n",
      "2021-01-05, 卖单执行, 002598.SZ, 6.25, -13000\n",
      "2021-01-05, 卖单执行, 002753.SZ, 8.31, -10300\n",
      "2021-01-05, 卖单执行, 002561.SZ, 7.26, -11400\n",
      "2021-01-05, 卖单执行, 603889.SH, 4.61, -17700\n",
      "2021-01-05, 买单执行,002455.SZ, 6.09, 13600\n",
      "2021-01-05, 买单执行,002360.SZ, 7.69, 10800\n",
      "2021-01-05, 买单执行,600287.SH, 6.20, 13400\n",
      "2021-01-05, 买单执行,002448.SZ, 5.65, 14700\n",
      "2021-01-05, 买单执行,600356.SH, 8.44, 9800\n",
      "毛收益 -3760.15, 扣佣后收益 -3678.25, 佣金 -81.90, 市值 417211.63, 现金 5138.15\n",
      "毛收益 -7800.00, 扣佣后收益 -7718.81, 佣金 -81.19, 市值 417211.63, 现金 5138.15\n",
      "毛收益 -3163.13, 扣佣后收益 -3077.54, 佣金 -85.59, 市值 417211.63, 现金 5138.15\n",
      "毛收益 -5831.10, 扣佣后收益 -5748.40, 佣金 -82.70, 市值 417211.63, 现金 5138.15\n",
      "毛收益 -7474.71, 扣佣后收益 -7393.23, 佣金 -81.48, 市值 417211.63, 现金 5138.15\n",
      "rebalance_portfolio currDate 2021-02-01 78\n",
      "sell 平仓 600287.SH 13400\n",
      "sell 平仓 600356.SH 9800\n",
      "sell 平仓 002448.SZ 14700\n",
      "2021-02-01, 下单, 标的个数 5, targetvalue 80290.82, 当前总市值 409647.03\n",
      "2021-02-02, 卖单执行, 600287.SH, 5.19, -13400\n",
      "2021-02-02, 卖单执行, 600356.SH, 9.19, -9800\n",
      "2021-02-02, 卖单执行, 002448.SZ, 5.07, -14700\n",
      "2021-02-02, 卖单执行, 002360.SZ, 9.35, -1500\n",
      "2021-02-02, 买单执行,002455.SZ, 5.45, 1100\n",
      "2021-02-02, 买单执行,002381.SZ, 8.24, 9800\n",
      "2021-02-02, 买单执行,002187.SZ, 7.68, 10500\n",
      "2021-02-02, 买单执行,002521.SZ, 5.90, 13600\n",
      "毛收益 -13534.00, 扣佣后收益 -13464.56, 佣金 -69.44, 市值 414847.17, 现金 5823.00\n",
      "毛收益 7350.00, 扣佣后收益  7440.12, 佣金 -90.12, 市值 414847.17, 现金 5823.00\n",
      "毛收益 -8526.00, 扣佣后收益 -8451.54, 佣金 -74.46, 市值 414847.17, 现金 5823.00\n",
      "rebalance_portfolio currDate 2021-03-01 78\n",
      "sell 平仓 002521.SZ 13600\n",
      "sell 平仓 002381.SZ 9800\n",
      "sell 平仓 002455.SZ 14700\n",
      "sell 平仓 002187.SZ 10500\n",
      "sell 平仓 002360.SZ 9300\n",
      "2021-03-01, 下单, 标的个数 5, targetvalue 87174.30, 当前总市值 444766.85\n",
      "2021-03-02, 卖单执行, 002521.SZ, 7.20, -13600\n",
      "2021-03-02, 卖单执行, 002381.SZ, 8.79, -9800\n",
      "2021-03-02, 卖单执行, 002455.SZ, 5.98, -14700\n",
      "2021-03-02, 卖单执行, 002187.SZ, 8.30, -10500\n",
      "2021-03-02, 卖单执行, 002360.SZ, 8.68, -9300\n",
      "2021-03-02, 买单执行,002561.SZ, 6.93, 12600\n",
      "2021-03-02, 买单执行,002394.SZ, 9.80, 8900\n",
      "2021-03-02, 买单执行,603017.SH, 9.80, 8900\n",
      "2021-03-02, 买单执行,603088.SH, 4.88, 17900\n",
      "2021-03-02, 买单执行,603889.SH, 4.55, 19200\n",
      "毛收益 17561.68, 扣佣后收益  17659.68, 佣金 -98.00, 市值 442554.96, 现金 9601.55\n",
      "毛收益 5391.96, 扣佣后收益  5478.19, 佣金 -86.23, 市值 442554.96, 现金 9601.55\n",
      "毛收益 -889.04, 扣佣后收益 -801.13, 佣金 -87.91, 市值 442554.96, 现金 9601.55\n",
      "毛收益 6510.00, 扣佣后收益  6597.20, 佣金 -87.20, 市值 442554.96, 现金 9601.55\n",
      "毛收益 11769.63, 扣佣后收益  11864.51, 佣金 -94.88, 市值 442554.96, 现金 9601.55\n",
      "rebalance_portfolio currDate 2021-04-01 78\n",
      "sell 平仓 603017.SH 8900\n",
      "sell 平仓 002561.SZ 12600\n",
      "2021-04-01, 下单, 标的个数 5, targetvalue 88866.79, 当前总市值 453401.98\n",
      "2021-04-02, 卖单执行, 603017.SH, 9.91, -8900\n",
      "2021-04-02, 卖单执行, 002561.SZ, 6.85, -12600\n",
      "2021-04-02, 卖单执行, 603889.SH, 4.87, -1000\n",
      "2021-04-02, 买单执行,603088.SH, 4.91, 300\n",
      "2021-04-02, 买单执行,002394.SZ, 9.75, 200\n",
      "2021-04-02, 买单执行,002598.SZ, 6.52, 13700\n",
      "2021-04-02, 买单执行,002381.SZ, 9.93, 9000\n",
      "毛收益 979.00, 扣佣后收益  1067.21, 佣金 -88.21, 市值 451332.93, 现金 6956.28\n",
      "毛收益 -1115.10, 扣佣后收益 -1028.85, 佣金 -86.25, 市值 451332.93, 现金 6956.28\n",
      "rebalance_portfolio currDate 2021-05-06 78\n",
      "sell 平仓 002381.SZ 9000\n",
      "sell 平仓 603889.SH 18200\n",
      "sell 平仓 002394.SZ 9100\n",
      "sell 平仓 002598.SZ 13700\n",
      "2021-05-06, 下单, 标的个数 5, targetvalue 84504.16, 当前总市值 431143.65\n",
      "2021-05-07, 卖单执行, 002381.SZ, 8.64, -9000\n",
      "2021-05-07, 卖单执行, 603889.SH, 4.76, -18200\n",
      "2021-05-07, 卖单执行, 002394.SZ, 8.09, -9100\n",
      "2021-05-07, 卖单执行, 002598.SZ, 6.23, -13700\n",
      "2021-05-07, 卖单执行, 603088.SH, 5.50, -3000\n",
      "2021-05-07, 买单执行,002561.SZ, 7.11, 11900\n",
      "2021-05-07, 买单执行,300403.SZ, 6.50, 13100\n",
      "2021-05-07, 买单执行,002455.SZ, 7.32, 11600\n",
      "2021-05-07, 买单执行,000715.SZ, 4.77, 17800\n",
      "毛收益 -11613.60, 扣佣后收益 -11535.91, 佣金 -77.69, 市值 426052.75, 现金 7569.26\n",
      "毛收益 4158.72, 扣佣后收益  4250.26, 佣金 -91.54, 市值 426052.75, 现金 7569.26\n",
      "毛收益 -15617.69, 扣佣后收益 -15544.23, 佣金 -73.46, 市值 426052.75, 现金 7569.26\n",
      "毛收益 -3973.00, 扣佣后收益 -3887.68, 佣金 -85.32, 市值 426052.75, 现金 7569.26\n",
      "rebalance_portfolio currDate 2021-06-01 78\n",
      "sell 平仓 300403.SZ 13100\n",
      "sell 平仓 000715.SZ 17800\n",
      "sell 平仓 002455.SZ 11600\n",
      "2021-06-01, 下单, 标的个数 5, targetvalue 87584.62, 当前总市值 446860.30\n",
      "2021-06-02, 卖单执行, 300403.SZ, 6.58, -13100\n",
      "2021-06-02, 卖单执行, 000715.SZ, 5.12, -17800\n",
      "2021-06-02, 卖单执行, 002455.SZ, 6.84, -11600\n",
      "2021-06-02, 卖单执行, 603088.SH, 6.32, -1300\n",
      "2021-06-02, 买单执行,002561.SZ, 7.27, 200\n",
      "2021-06-02, 买单执行,002394.SZ, 8.26, 10700\n",
      "2021-06-02, 买单执行,603017.SH, 9.93, 8900\n",
      "2021-06-02, 买单执行,603889.SH, 5.26, 16700\n",
      "毛收益 1048.00, 扣佣后收益  1134.21, 佣金 -86.21, 市值 444546.14, 现金 6673.14\n",
      "毛收益 6230.00, 扣佣后收益  6321.19, 佣金 -91.19, 市值 444546.14, 现金 6673.14\n",
      "毛收益 -5576.12, 扣佣后收益 -5496.82, 佣金 -79.30, 市值 444546.14, 现金 6673.14\n",
      "总资金: 441143.14\n",
      "净收益: -558856.86\n"
     ]
    }
   ],
   "source": [
    "cerebro = bt.Cerebro()\n",
    "#加载指数数据\n",
    "feed0 = bt.feeds.PandasData(dataname = get_index_data())\n",
    "cerebro.adddata(feed0)\n",
    "#加载数据\n",
    "from tqdm import tqdm\n",
    "for s in tqdm(get_code_list()):\n",
    "    feed = Addmoredata(dataname = get_data(s,'20150506'))\n",
    "    cerebro.adddata(feed, name = s)\n",
    "print('数据加载完毕')\n",
    "cerebro.addstrategy(Strategy)\n",
    "startcash = 1000000\n",
    "cerebro.broker.setcash(startcash)\n",
    "# 防止下单时现金不够被拒绝。只在执行时检查现金够不够。\n",
    "cerebro.broker.set_checksubmit(False)\n",
    "comminfo = stampDutyCommissionScheme()\n",
    "cerebro.broker.addcommissioninfo(comminfo)\n",
    "cerebro.addanalyzer(bt.analyzers.TotalValue, _name='_TotalValue')\n",
    "cerebro.addanalyzer(bt.analyzers.PyFolio)\n",
    "results = cerebro.run()\n",
    "#获取回测结束后的总资金\n",
    "portvalue = cerebro.broker.getvalue()\n",
    "pnl = portvalue - startcash\n",
    "#打印结果\n",
    "print(f'总资金: {round(portvalue,2)}')\n",
    "print(f'净收益: {round(pnl,2)}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 145,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2021-06-07T01:34:46.083156Z",
     "start_time": "2021-06-07T01:34:40.278805Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\"><th>Start date</th><td colspan=4>2015-01-05</td></tr>\n",
       "    <tr style=\"text-align: right;\"><th>End date</th><td colspan=4>2021-06-04</td></tr>\n",
       "    <tr style=\"text-align: right;\"><th>In-sample months</th><td colspan=4>46</td></tr>\n",
       "    <tr style=\"text-align: right;\"><th>Out-of-sample months</th><td colspan=4>28</td></tr>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>In-sample</th>\n",
       "      <th>Out-of-sample</th>\n",
       "      <th>All</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Annual return</th>\n",
       "      <td>-17.5%</td>\n",
       "      <td>-3.1%</td>\n",
       "      <td>-12.4%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cumulative returns</th>\n",
       "      <td>-52.5%</td>\n",
       "      <td>-7.1%</td>\n",
       "      <td>-55.9%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Annual volatility</th>\n",
       "      <td>31.1%</td>\n",
       "      <td>27.8%</td>\n",
       "      <td>29.9%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Sharpe ratio</th>\n",
       "      <td>-0.46</td>\n",
       "      <td>0.03</td>\n",
       "      <td>-0.29</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Calmar ratio</th>\n",
       "      <td>-0.28</td>\n",
       "      <td>-0.07</td>\n",
       "      <td>-0.17</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Stability</th>\n",
       "      <td>0.45</td>\n",
       "      <td>0.22</td>\n",
       "      <td>0.80</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Max drawdown</th>\n",
       "      <td>-63.3%</td>\n",
       "      <td>-46.1%</td>\n",
       "      <td>-74.1%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Omega ratio</th>\n",
       "      <td>0.91</td>\n",
       "      <td>1.00</td>\n",
       "      <td>0.95</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Sortino ratio</th>\n",
       "      <td>-0.60</td>\n",
       "      <td>0.04</td>\n",
       "      <td>-0.39</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Skew</th>\n",
       "      <td>-0.81</td>\n",
       "      <td>-0.11</td>\n",
       "      <td>-0.60</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Kurtosis</th>\n",
       "      <td>6.33</td>\n",
       "      <td>3.07</td>\n",
       "      <td>5.53</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Tail ratio</th>\n",
       "      <td>0.83</td>\n",
       "      <td>1.04</td>\n",
       "      <td>0.91</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Daily value at risk</th>\n",
       "      <td>-4.0%</td>\n",
       "      <td>-3.5%</td>\n",
       "      <td>-3.8%</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Worst drawdown periods</th>\n",
       "      <th>Net drawdown in %</th>\n",
       "      <th>Peak date</th>\n",
       "      <th>Valley date</th>\n",
       "      <th>Recovery date</th>\n",
       "      <th>Duration</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>72.97</td>\n",
       "      <td>2017-01-05</td>\n",
       "      <td>2020-03-20</td>\n",
       "      <td>NaT</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>37.92</td>\n",
       "      <td>2015-08-14</td>\n",
       "      <td>2015-09-14</td>\n",
       "      <td>2016-12-19</td>\n",
       "      <td>352</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2.63</td>\n",
       "      <td>2015-08-04</td>\n",
       "      <td>2015-08-05</td>\n",
       "      <td>2015-08-10</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.00</td>\n",
       "      <td>2016-12-19</td>\n",
       "      <td>2016-12-19</td>\n",
       "      <td>2016-12-19</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.00</td>\n",
       "      <td>2016-12-19</td>\n",
       "      <td>2016-12-19</td>\n",
       "      <td>2016-12-19</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\tkfy9\\anaconda3\\lib\\site-packages\\seaborn\\categorical.py:1296: UserWarning: 58.5% of the points cannot be placed; you may want to decrease the size of the markers or use stripplot.\n",
      "  warnings.warn(msg, UserWarning)\n",
      "C:\\Users\\tkfy9\\anaconda3\\lib\\site-packages\\pyfolio\\tears.py:925: UserWarning: Passed returns do not overlap with anyinteresting times.\n",
      "  warnings.warn('Passed returns do not overlap with any'\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x5184 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import pyfolio as pf\n",
    "pyfoliozer = results[0].analyzers.getbyname('pyfolio')\n",
    "returns, positions, transactions, gross_lev = pyfoliozer.get_pf_items()\n",
    "pf.create_full_tear_sheet(\n",
    "    returns,\n",
    "    #positions=positions,\n",
    "    #transactions=transactions,\n",
    "    # gross_lev=gross_lev,\n",
    "    live_start_date='2019-01-01',\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "hide_input": false,
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "toc": {
   "base_numbering": 1,
   "nav_menu": {},
   "number_sections": true,
   "sideBar": true,
   "skip_h1_title": false,
   "title_cell": "Table of Contents",
   "title_sidebar": "Contents",
   "toc_cell": false,
   "toc_position": {},
   "toc_section_display": true,
   "toc_window_display": false
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
